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Udemy - Linear Algebra and Geometry 2

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File Name
Size
01 Introduction to the course/001 Introduction to the course.en.srt
16 kB
01 Introduction to the course/001 Introduction to the course.mp4
157 MB
01 Introduction to the course/001 List_of_all_Videos_and_Problems_Linear_Algebra_and_Geometry_2.pdf
366 kB
01 Introduction to the course/001 Slides Introduction to the course.pdf
35 MB
02 Real vector spaces and their subspaces/001 From abstract to concrete.en.srt
4.0 kB
02 Real vector spaces and their subspaces/001 From abstract to concrete.mp4
34 MB
02 Real vector spaces and their subspaces/002 From concrete to abstract.en.srt
3.9 kB
02 Real vector spaces and their subspaces/002 From concrete to abstract.mp4
29 MB
02 Real vector spaces and their subspaces/002 Slides From abstract to concrete.pdf
654 kB
02 Real vector spaces and their subspaces/003 Our prototype.en.srt
13 kB
02 Real vector spaces and their subspaces/003 Our prototype.mp4
60 MB
02 Real vector spaces and their subspaces/003 Slides From concrete to abstract.pdf
798 kB
02 Real vector spaces and their subspaces/004 Formal definition of vector spaces Example 1_ Rn.en.srt
19 kB
02 Real vector spaces and their subspaces/004 Formal definition of vector spaces Example 1_ Rn.mp4
199 MB
02 Real vector spaces and their subspaces/004 Slides Our prototype.pdf
801 kB
02 Real vector spaces and their subspaces/005 Notes Formal definition of vector spaces Example 1.pdf
504 kB
02 Real vector spaces and their subspaces/005 Slides Formal definition of vector spaces Example 1.pdf
336 kB
02 Real vector spaces and their subspaces/005 Vector spaces, Example 2_ m × n matrices with real entries.en.srt
18 kB
02 Real vector spaces and their subspaces/005 Vector spaces, Example 2_ m × n matrices with real entries.mp4
91 MB
02 Real vector spaces and their subspaces/006 Slides Vector spaces Example 2 Matrices.pdf
1.2 MB
02 Real vector spaces and their subspaces/006 Vector spaces, Example 3_ real-valued functions on some interval.en.srt
17 kB
02 Real vector spaces and their subspaces/006 Vector spaces, Example 3_ real-valued functions on some interval.mp4
190 MB
02 Real vector spaces and their subspaces/007 Notes Vector spaces Example 3 Functions.pdf
1.2 MB
02 Real vector spaces and their subspaces/007 Slides Vector spaces Example 3 Functions.pdf
1.5 MB
02 Real vector spaces and their subspaces/007 Vector spaces, Example 4_ complex numbers.en.srt
14 kB
02 Real vector spaces and their subspaces/007 Vector spaces, Example 4_ complex numbers.mp4
210 MB
02 Real vector spaces and their subspaces/008 Cancellation property.en.srt
6.3 kB
02 Real vector spaces and their subspaces/008 Cancellation property.mp4
93 MB
02 Real vector spaces and their subspaces/008 Notes Vector spaces Example 4 Complex numbers.pdf
1.5 MB
02 Real vector spaces and their subspaces/008 Slides Vector spaces Example 4 Complex numbers.pdf
192 kB
02 Real vector spaces and their subspaces/009 Notes Cancellation property.pdf
538 kB
02 Real vector spaces and their subspaces/009 Slides Cancellation property.pdf
908 kB
02 Real vector spaces and their subspaces/009 Two properties of vector spaces; Definition of difference.en.srt
12 kB
02 Real vector spaces and their subspaces/009 Two properties of vector spaces; Definition of difference.mp4
227 MB
02 Real vector spaces and their subspaces/010 Notes Two properties of vector spaces Definition of difference.pdf
1.4 MB
02 Real vector spaces and their subspaces/010 Slides Two properties of vector spaces Definition of difference.pdf
829 kB
02 Real vector spaces and their subspaces/010 Some properties of vector spaces.en.srt
15 kB
02 Real vector spaces and their subspaces/010 Some properties of vector spaces.mp4
232 MB
02 Real vector spaces and their subspaces/011 Notes Some properties of vector spaces.pdf
1.3 MB
02 Real vector spaces and their subspaces/011 Slides Some properties of vector spaces.pdf
591 kB
02 Real vector spaces and their subspaces/011 What is a subspace.en.srt
20 kB
02 Real vector spaces and their subspaces/011 What is a subspace.mp4
216 MB
02 Real vector spaces and their subspaces/012 All the subspaces in R2.en.srt
19 kB
02 Real vector spaces and their subspaces/012 All the subspaces in R2.mp4
75 MB
02 Real vector spaces and their subspaces/012 Notes What is a subspace.pdf
1.2 MB
02 Real vector spaces and their subspaces/012 Slides What is a subspace.pdf
288 kB
02 Real vector spaces and their subspaces/013 All the subspaces in R3.en.srt
11 kB
02 Real vector spaces and their subspaces/013 All the subspaces in R3.mp4
41 MB
02 Real vector spaces and their subspaces/013 Slides All the subspace in R2.pdf
1.3 MB
02 Real vector spaces and their subspaces/014 Slides All the subspace in R3.pdf
473 kB
02 Real vector spaces and their subspaces/014 Subspaces, Problem 1.en.srt
9.9 kB
02 Real vector spaces and their subspaces/014 Subspaces, Problem 1.mp4
49 MB
02 Real vector spaces and their subspaces/015 Slides Subspace Problem 1.pdf
832 kB
02 Real vector spaces and their subspaces/015 Subspaces, Problem 2.en.srt
26 kB
02 Real vector spaces and their subspaces/015 Subspaces, Problem 2.mp4
388 MB
02 Real vector spaces and their subspaces/016 Notes Subspace Problem 2.pdf
2.7 MB
02 Real vector spaces and their subspaces/016 Slides Subspace Problem 2.pdf
420 kB
02 Real vector spaces and their subspaces/016 Subspaces, Problem 3.en.srt
21 kB
02 Real vector spaces and their subspaces/016 Subspaces, Problem 3.mp4
363 MB
02 Real vector spaces and their subspaces/017 Notes Subspace Problem 3.pdf
2.3 MB
02 Real vector spaces and their subspaces/017 Slides Subspace Problem 3.pdf
306 kB
02 Real vector spaces and their subspaces/017 Subspaces, Problem 4.en.srt
11 kB
02 Real vector spaces and their subspaces/017 Subspaces, Problem 4.mp4
146 MB
02 Real vector spaces and their subspaces/018 Notes Subspace Problem 4.pdf
844 kB
02 Real vector spaces and their subspaces/018 Slides Subspace Problem 4.pdf
777 kB
03 Linear combinations and linear independence/001 Our unifying example.en.srt
7.3 kB
03 Linear combinations and linear independence/001 Our unifying example.mp4
65 MB
03 Linear combinations and linear independence/002 Linear combinations in Part 1.en.srt
11 kB
03 Linear combinations and linear independence/002 Linear combinations in Part 1.mp4
71 MB
03 Linear combinations and linear independence/003 Linear combinations, new stuff. Example 1.en.srt
6.8 kB
03 Linear combinations and linear independence/003 Linear combinations, new stuff. Example 1.mp4
37 MB
03 Linear combinations and linear independence/004 Linear combinations Example 2.en.srt
5.7 kB
03 Linear combinations and linear independence/004 Linear combinations Example 2.mp4
27 MB
03 Linear combinations and linear independence/005 Linear combinations, Problem 1.en.srt
15 kB
03 Linear combinations and linear independence/005 Linear combinations, Problem 1.mp4
270 MB
03 Linear combinations and linear independence/006 Linear combinations, Problem 2.en.srt
27 kB
03 Linear combinations and linear independence/006 Linear combinations, Problem 2.mp4
559 MB
03 Linear combinations and linear independence/007 What is a span, definition and some examples.en.srt
9.1 kB
03 Linear combinations and linear independence/007 What is a span, definition and some examples.mp4
50 MB
03 Linear combinations and linear independence/008 Span, Problem 3.en.srt
16 kB
03 Linear combinations and linear independence/008 Span, Problem 3.mp4
304 MB
03 Linear combinations and linear independence/009 Span, Problem 4.en.srt
16 kB
03 Linear combinations and linear independence/009 Span, Problem 4.mp4
301 MB
03 Linear combinations and linear independence/010 Span, Problem 5.en.srt
2.4 kB
03 Linear combinations and linear independence/010 Span, Problem 5.mp4
33 MB
03 Linear combinations and linear independence/011 What do we mean by trivial_.en.srt
6.8 kB
03 Linear combinations and linear independence/011 What do we mean by trivial_.mp4
56 MB
03 Linear combinations and linear independence/012 Linear independence and linear dependence.en.srt
15 kB
03 Linear combinations and linear independence/012 Linear independence and linear dependence.mp4
76 MB
03 Linear combinations and linear independence/013 Geometry of linear independence and linear dependence.en.srt
16 kB
03 Linear combinations and linear independence/013 Geometry of linear independence and linear dependence.mp4
66 MB
03 Linear combinations and linear independence/014 An important remark on linear independence in Rn.en.srt
10 kB
03 Linear combinations and linear independence/014 An important remark on linear independence in Rn.mp4
71 MB
03 Linear combinations and linear independence/015 Linearly independent generators, Problem 6.en.srt
23 kB
03 Linear combinations and linear independence/015 Linearly independent generators, Problem 6.mp4
444 MB
03 Linear combinations and linear independence/016 Linear independence in the set of matrices, Problem 7.en.srt
16 kB
03 Linear combinations and linear independence/016 Linear independence in the set of matrices, Problem 7.mp4
296 MB
03 Linear combinations and linear independence/017 Linear independence in C^0[−∞, ∞], Problem 8.en.srt
10 kB
03 Linear combinations and linear independence/017 Linear independence in C^0[−∞, ∞], Problem 8.mp4
178 MB
03 Linear combinations and linear independence/018 Vandermonde determinant and polynomials.en.srt
20 kB
03 Linear combinations and linear independence/018 Vandermonde determinant and polynomials.mp4
92 MB
03 Linear combinations and linear independence/019 Linear independence in C^∞(R), Problem 9.en.srt
19 kB
03 Linear combinations and linear independence/019 Linear independence in C^∞(R), Problem 9.mp4
348 MB
03 Linear combinations and linear independence/019 Slides Our unifying example.pdf
6.2 MB
03 Linear combinations and linear independence/020 Slides Linear combinations In Part 1.pdf
4.4 MB
03 Linear combinations and linear independence/020 Wronskian and linear independence in C∞(R).en.srt
10 kB
03 Linear combinations and linear independence/020 Wronskian and linear independence in C∞(R).mp4
51 MB
03 Linear combinations and linear independence/021 Linear independence in C^∞(R), Problem 10.en.srt
5.9 kB
03 Linear combinations and linear independence/021 Linear independence in C^∞(R), Problem 10.mp4
106 MB
03 Linear combinations and linear independence/021 Slides Linear combinations New stuff Example 1.pdf
652 kB
03 Linear combinations and linear independence/022 Linear independence in C^∞(R), Problem 11.en.srt
9.1 kB
03 Linear combinations and linear independence/022 Linear independence in C^∞(R), Problem 11.mp4
169 MB
03 Linear combinations and linear independence/022 Slides Linear combinations Example 2.pdf
167 kB
03 Linear combinations and linear independence/023 Notes Linear combinations Problem 1.pdf
1.1 MB
03 Linear combinations and linear independence/023 Slides Linear combinations Problem 1.pdf
344 kB
03 Linear combinations and linear independence/024 Notes Linear combinations Problem 2.pdf
2.3 MB
03 Linear combinations and linear independence/024 Slides Linear combinations Problem 2.pdf
180 kB
03 Linear combinations and linear independence/025 Slides What is span Definition and some examples.pdf
1.2 MB
03 Linear combinations and linear independence/026 Notes Span Problem 3.pdf
1.2 MB
03 Linear combinations and linear independence/026 Slides Span Problem 3.pdf
216 kB
03 Linear combinations and linear independence/027 Notes Span Problem 4.pdf
1.4 MB
03 Linear combinations and linear independence/027 Slides Span Problem 4.pdf
197 kB
03 Linear combinations and linear independence/028 Slides Span Problem 5.pdf
207 kB
03 Linear combinations and linear independence/029 Slides What do we mean by trivial.pdf
142 kB
03 Linear combinations and linear independence/030 Slides Linear independence and linear dependence.pdf
1.7 MB
03 Linear combinations and linear independence/031 Slides Geometry of linear independence and linear dependence.pdf
4.0 MB
03 Linear combinations and linear independence/032 Slides An important remark on linear independence in Rn.pdf
934 kB
03 Linear combinations and linear independence/033 Notes Linearly independent generators Problem 6.pdf
1.4 MB
03 Linear combinations and linear independence/033 Slides Linearly independent generators Problem 6.pdf
558 kB
03 Linear combinations and linear independence/034 Notes Linear independence in the set of matrices Problem 7.pdf
1.2 MB
03 Linear combinations and linear independence/034 Slides Linear independence in the set of matrices Problem 7.pdf
246 kB
03 Linear combinations and linear independence/035 Notes Linear independence in the space of functions Problem 8.pdf
936 kB
03 Linear combinations and linear independence/035 Slides Linear independence in the space of functions Problem 8.pdf
161 kB
03 Linear combinations and linear independence/036 Slides Vandermonde determinant and polynomials.pdf
1.5 MB
03 Linear combinations and linear independence/037 Notes Linear independence for smooth functions Problem 9.pdf
895 kB
03 Linear combinations and linear independence/037 Slides Linear independence for smooth functions Problem 9.pdf
261 kB
03 Linear combinations and linear independence/038 Slides Wronskian and linear independence for smooth functions.pdf
931 kB
03 Linear combinations and linear independence/039 Notes Linear independence for smooth functions Problem 10.pdf
582 kB
03 Linear combinations and linear independence/039 Slides Linear independence for smooth functions Problem 10.pdf
593 kB
03 Linear combinations and linear independence/040 Notes Linear independence for smooth functions Problem 11.pdf
809 kB
03 Linear combinations and linear independence/040 Slides Linear independence for smooth functions Problem 11.pdf
771 kB
04 Coordinates, basis, and dimension/001 What is a basis and dimension_.en.srt
8.9 kB
04 Coordinates, basis, and dimension/001 What is a basis and dimension_.mp4
52 MB
04 Coordinates, basis, and dimension/002 Bases in the 3-space, Problem 1.en.srt
41 kB
04 Coordinates, basis, and dimension/002 Bases in the 3-space, Problem 1.mp4
764 MB
04 Coordinates, basis, and dimension/003 Bases in the plane and in the 3-space.en.srt
15 kB
04 Coordinates, basis, and dimension/003 Bases in the plane and in the 3-space.mp4
89 MB
04 Coordinates, basis, and dimension/004 Bases in the 3-space, Problem 2.en.srt
5.2 kB
04 Coordinates, basis, and dimension/004 Bases in the 3-space, Problem 2.mp4
107 MB
04 Coordinates, basis, and dimension/005 Bases in the 4-space, Problem 3.en.srt
17 kB
04 Coordinates, basis, and dimension/005 Bases in the 4-space, Problem 3.mp4
353 MB
04 Coordinates, basis, and dimension/006 Bases in the 4-space, Problem 4.en.srt
27 kB
04 Coordinates, basis, and dimension/006 Bases in the 4-space, Problem 4.mp4
549 MB
04 Coordinates, basis, and dimension/007 Bases in the space of polynomials, Problem 5.en.srt
4.6 kB
04 Coordinates, basis, and dimension/007 Bases in the space of polynomials, Problem 5.mp4
89 MB
04 Coordinates, basis, and dimension/008 Coordinates with respect to a basis.en.srt
13 kB
04 Coordinates, basis, and dimension/008 Coordinates with respect to a basis.mp4
74 MB
04 Coordinates, basis, and dimension/009 Coordinates with respect to a basis are unique.en.srt
8.2 kB
04 Coordinates, basis, and dimension/009 Coordinates with respect to a basis are unique.mp4
123 MB
04 Coordinates, basis, and dimension/010 Coordinates in our unifying example.en.srt
5.0 kB
04 Coordinates, basis, and dimension/010 Coordinates in our unifying example.mp4
34 MB
04 Coordinates, basis, and dimension/011 Dimension of a subspace, Problem 6.en.srt
11 kB
04 Coordinates, basis, and dimension/011 Dimension of a subspace, Problem 6.mp4
213 MB
04 Coordinates, basis, and dimension/012 Bases in a space of functions, Problem 7.en.srt
11 kB
04 Coordinates, basis, and dimension/012 Bases in a space of functions, Problem 7.mp4
196 MB
04 Coordinates, basis, and dimension/041 Slides What is a basis and dimension.pdf
836 kB
04 Coordinates, basis, and dimension/042 Notes Bases in the 3 space Problem 1.pdf
3.3 MB
04 Coordinates, basis, and dimension/042 Slides Bases in the 3 space Problem 1.pdf
270 kB
04 Coordinates, basis, and dimension/043 Slides Bases in the plane and in the 3 space.pdf
9.2 MB
04 Coordinates, basis, and dimension/044 Notes Bases in the 3 space Problem 2.pdf
666 kB
04 Coordinates, basis, and dimension/044 Slides Bases in the 3 space Problem 2.pdf
465 kB
04 Coordinates, basis, and dimension/045 Notes Bases in the 4 space Problem 3.pdf
1.9 MB
04 Coordinates, basis, and dimension/045 Slides Bases in the 4 space Problem 3.pdf
565 kB
04 Coordinates, basis, and dimension/046 Notes Bases in the 4 space Problem 4.pdf
2.2 MB
04 Coordinates, basis, and dimension/046 Slides Bases in the 4 space Problem 4.pdf
183 kB
04 Coordinates, basis, and dimension/047 Notes Bases in the space of polynomials Problem 5.pdf
532 kB
04 Coordinates, basis, and dimension/047 Slides Bases in the space of polynomials Problem 5.pdf
387 kB
04 Coordinates, basis, and dimension/048 Slides Coordinates with respect to a basis.pdf
945 kB
04 Coordinates, basis, and dimension/049 Notes Coordinates with respect to a basis are unique.pdf
778 kB
04 Coordinates, basis, and dimension/049 Slides Coordinates with respect to a basis are unique.pdf
569 kB
04 Coordinates, basis, and dimension/050 Slides Coordinates in our unifying example.pdf
1.1 MB
04 Coordinates, basis, and dimension/051 Notes Dimension of a subspace Problem 6.pdf
1.2 MB
04 Coordinates, basis, and dimension/051 Slides Dimension of a subspace Problem 6.pdf
301 kB
04 Coordinates, basis, and dimension/052 Notes Bases in a space of functions Problem 7.pdf
779 kB
04 Coordinates, basis, and dimension/052 Slides Bases in a space of functions Problem 7.pdf
229 kB
05 Change of basis/001 Coordinates in different bases.en.srt
7.0 kB
05 Change of basis/001 Coordinates in different bases.mp4
47 MB
05 Change of basis/002 It is easy to recalculate from the standard basis.en.srt
7.5 kB
05 Change of basis/002 It is easy to recalculate from the standard basis.mp4
69 MB
05 Change of basis/003 Transition matrix, a derivation.en.srt
14 kB
05 Change of basis/003 Transition matrix, a derivation.mp4
73 MB
05 Change of basis/004 Previous example with transition matrix.en.srt
5.4 kB
05 Change of basis/004 Previous example with transition matrix.mp4
32 MB
05 Change of basis/005 Our unifying example.en.srt
10 kB
05 Change of basis/005 Our unifying example.mp4
67 MB
05 Change of basis/006 One more simple example and bases.en.srt
5.7 kB
05 Change of basis/006 One more simple example and bases.mp4
24 MB
05 Change of basis/007 Two non-standard bases, Method 1.en.srt
8.6 kB
05 Change of basis/007 Two non-standard bases, Method 1.mp4
50 MB
05 Change of basis/008 Two non-standard bases, Method 2.en.srt
14 kB
05 Change of basis/008 Two non-standard bases, Method 2.mp4
84 MB
05 Change of basis/009 How to recalculate coordinates between two non-standard bases_ An algorithm.en.srt
14 kB
05 Change of basis/009 How to recalculate coordinates between two non-standard bases_ An algorithm.mp4
98 MB
05 Change of basis/010 Change of basis, Problem 1.en.srt
40 kB
05 Change of basis/010 Change of basis, Problem 1.mp4
645 MB
05 Change of basis/011 Change of basis, Problem 2.en.srt
14 kB
05 Change of basis/011 Change of basis, Problem 2.mp4
273 MB
05 Change of basis/012 Change of basis, Problem 3.en.srt
24 kB
05 Change of basis/012 Change of basis, Problem 3.mp4
455 MB
05 Change of basis/013 Change of basis, Problem 4.en.srt
8.6 kB
05 Change of basis/013 Change of basis, Problem 4.mp4
168 MB
05 Change of basis/014 Change of basis, Problem 5.en.srt
11 kB
05 Change of basis/014 Change of basis, Problem 5.mp4
240 MB
05 Change of basis/015 Change to an orthonormal basis in R^2.en.srt
16 kB
05 Change of basis/015 Change to an orthonormal basis in R^2.mp4
67 MB
05 Change of basis/053 Slides Coordinates in different bases.pdf
456 kB
05 Change of basis/054 Slides It is easy to recalculate from the standard basis.pdf
1.2 MB
05 Change of basis/055 Slides Transition matrix A derivation.pdf
1.1 MB
05 Change of basis/056 Slides Previous example with transition matrix.pdf
804 kB
05 Change of basis/057 Slides Our unifying example and bases.pdf
958 kB
05 Change of basis/058 Slides One more simple example.pdf
2.1 MB
05 Change of basis/059 Slides Two non standard bases Method 1.pdf
1.0 MB
05 Change of basis/060 Slides Two non standard bases Method 2.pdf
5.7 MB
05 Change of basis/061 Slides How to recalculate coordinates between two non-standard bases An algorithm.pdf
6.3 MB
05 Change of basis/062 Notes Change of basis Problem 1.pdf
2.5 MB
05 Change of basis/062 Slides Change of basis Problem 1.pdf
293 kB
05 Change of basis/063 Notes Change of basis Problem 2.pdf
1.4 MB
05 Change of basis/063 Slides Change of basis Problem 2.pdf
170 kB
05 Change of basis/064 Notes Change of basis Problem 3.pdf
1.9 MB
05 Change of basis/064 Slides Change of basis Problem 3.pdf
201 kB
05 Change of basis/065 Notes Change of basis Problem 4.pdf
700 kB
05 Change of basis/065 Slides Change of basis Problem 4.pdf
476 kB
05 Change of basis/066 Notes Change of basis Problem 5.pdf
1.2 MB
05 Change of basis/066 Slides Change of basis Problem 5.pdf
214 kB
05 Change of basis/067 Slides Change to an orthonormal basis in the plane.pdf
4.0 MB
06 Row space, column space, and nullspace of a matrix/001 What you are going to learn in this section.en.srt
6.3 kB
06 Row space, column space, and nullspace of a matrix/001 What you are going to learn in this section.mp4
77 MB
06 Row space, column space, and nullspace of a matrix/002 Row space and column space for a matrix.en.srt
11 kB
06 Row space, column space, and nullspace of a matrix/002 Row space and column space for a matrix.mp4
54 MB
06 Row space, column space, and nullspace of a matrix/003 What are the elementary row operations doing to the row spaces_.en.srt
20 kB
06 Row space, column space, and nullspace of a matrix/003 What are the elementary row operations doing to the row spaces_.mp4
263 MB
06 Row space, column space, and nullspace of a matrix/004 What are the elementary row operations doing to the column spaces_.en.srt
14 kB
06 Row space, column space, and nullspace of a matrix/004 What are the elementary row operations doing to the column spaces_.mp4
61 MB
06 Row space, column space, and nullspace of a matrix/005 Column space, Problem 2.en.srt
13 kB
06 Row space, column space, and nullspace of a matrix/005 Column space, Problem 2.mp4
200 MB
06 Row space, column space, and nullspace of a matrix/006 Determining a basis for a span, Problem 3.en.srt
14 kB
06 Row space, column space, and nullspace of a matrix/006 Determining a basis for a span, Problem 3.mp4
251 MB
06 Row space, column space, and nullspace of a matrix/007 Determining a basis for a span consisting of a subset of given vectors, Prob.en.srt
17 kB
06 Row space, column space, and nullspace of a matrix/007 Determining a basis for a span consisting of a subset of given vectors, Prob.mp4
280 MB
06 Row space, column space, and nullspace of a matrix/008 Determining a basis for a span consisting of a subset of given vectors, Prob.en.srt
19 kB
06 Row space, column space, and nullspace of a matrix/008 Determining a basis for a span consisting of a subset of given vectors, Prob.mp4
299 MB
06 Row space, column space, and nullspace of a matrix/009 A tricky one_ Let rows become columns, Problem 6.en.srt
12 kB
06 Row space, column space, and nullspace of a matrix/009 A tricky one_ Let rows become columns, Problem 6.mp4
213 MB
06 Row space, column space, and nullspace of a matrix/010 A basis in the space of polynomials, Problem 7.en.srt
18 kB
06 Row space, column space, and nullspace of a matrix/010 A basis in the space of polynomials, Problem 7.mp4
329 MB
06 Row space, column space, and nullspace of a matrix/011 Nullspace for a matrix.en.srt
13 kB
06 Row space, column space, and nullspace of a matrix/011 Nullspace for a matrix.mp4
167 MB
06 Row space, column space, and nullspace of a matrix/012 How to find the nullspace, Problem 8.en.srt
8.8 kB
06 Row space, column space, and nullspace of a matrix/012 How to find the nullspace, Problem 8.mp4
57 MB
06 Row space, column space, and nullspace of a matrix/013 Nullspace, Problem 9.en.srt
18 kB
06 Row space, column space, and nullspace of a matrix/013 Nullspace, Problem 9.mp4
355 MB
06 Row space, column space, and nullspace of a matrix/014 Nullspace, Problem 10.en.srt
24 kB
06 Row space, column space, and nullspace of a matrix/014 Nullspace, Problem 10.mp4
362 MB
06 Row space, column space, and nullspace of a matrix/068 Slides What you are going to learn in this section.pdf
177 kB
06 Row space, column space, and nullspace of a matrix/069 Slides Row space and column space for a matrix.pdf
598 kB
06 Row space, column space, and nullspace of a matrix/070 Notes What are the elementary row operations doing to the row spaces.pdf
1.2 MB
06 Row space, column space, and nullspace of a matrix/070 Slides What are the elementary row operations doing to the row spaces.pdf
1.2 MB
06 Row space, column space, and nullspace of a matrix/071 Slides What are the elementary row operations doing to the column spaces.pdf
1.9 MB
06 Row space, column space, and nullspace of a matrix/072 Notes Column space Problem 2.pdf
2.3 MB
06 Row space, column space, and nullspace of a matrix/072 Slides Column space Problem 2.pdf
476 kB
06 Row space, column space, and nullspace of a matrix/073 Notes Determining a basis for a span Problem 3.pdf
727 kB
06 Row space, column space, and nullspace of a matrix/073 Slides Determining a basis for a span Problem 3.pdf
701 kB
06 Row space, column space, and nullspace of a matrix/074 Notes Determining a basis for a span consisting of a subset of given vectors Problem 4.pdf
1.1 MB
06 Row space, column space, and nullspace of a matrix/074 Slides Determining a basis for a span consisting of a subset of given vectors Problem 4.pdf
295 kB
06 Row space, column space, and nullspace of a matrix/075 Notes Determining a basis for a span consisting of a subset of given vectors Problem 5.pdf
964 kB
06 Row space, column space, and nullspace of a matrix/075 Slides Determining a basis for a span consisting of a subset of given vectors Problem 5.pdf
297 kB
06 Row space, column space, and nullspace of a matrix/076 Notes A tricky one Let rows become columns Problem 6.pdf
628 kB
06 Row space, column space, and nullspace of a matrix/076 Slides A tricky one Let rows become columns Problem 6.pdf
493 kB
06 Row space, column space, and nullspace of a matrix/077 Notes A basis in the space of polynomials Problem 7.pdf
1.2 MB
06 Row space, column space, and nullspace of a matrix/077 Slides A basis in the space of polynomials Problem 7.pdf
297 kB
06 Row space, column space, and nullspace of a matrix/078 Notes Nullspace for a matrix.pdf
636 kB
06 Row space, column space, and nullspace of a matrix/078 Slides Nullspace for a matrix.pdf
916 kB
06 Row space, column space, and nullspace of a matrix/079 Slides How to find the nullspace Problem 8.pdf
1.0 MB
06 Row space, column space, and nullspace of a matrix/080 Notes Nullspace Problem 9.pdf
1.0 MB
06 Row space, column space, and nullspace of a matrix/080 Slides Nullspace Problem 9.pdf
524 kB
06 Row space, column space, and nullspace of a matrix/081 Notes Nullspace Problem 10.pdf
1.0 MB
06 Row space, column space, and nullspace of a matrix/081 Slides Nullspace Problem 10.pdf
753 kB
07 Rank, nullity, and four fundamental matrix spaces/001 Rank of a matrix.en.srt
5.9 kB
07 Rank, nullity, and four fundamental matrix spaces/001 Rank of a matrix.mp4
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07 Rank, nullity, and four fundamental matrix spaces/002 Nullity.en.srt
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07 Rank, nullity, and four fundamental matrix spaces/009 The Fundamental Theorem of Linear Algebra and Gilbert Strang.en.srt
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09 Geometry of matrix transformations on R^2 and R^3/001 Our unifying example_ linear transformations and change of basis.en.srt
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09 Geometry of matrix transformations on R^2 and R^3/002 An example with nontrivial kernel.en.srt
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09 Geometry of matrix transformations on R^2 and R^3/003 Line symmetries in the plane.en.srt
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09 Geometry of matrix transformations on R^2 and R^3/005 Symmetry about the line y = kx, Problem 2.en.srt
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09 Geometry of matrix transformations on R^2 and R^3/011 Symmetry about a given plane, Problem 5.en.srt
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09 Geometry of matrix transformations on R^2 and R^3/012 Projection on a given plane, Problem 6.en.srt
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09 Geometry of matrix transformations on R^2 and R^3/107 Slides Our unifying example Linear transformations and change of basis.pdf
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09 Geometry of matrix transformations on R^2 and R^3/108 Notes An example with nontrivial kernel.pdf
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09 Geometry of matrix transformations on R^2 and R^3/108 Slides An example with nontrivial kernel.pdf
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09 Geometry of matrix transformations on R^2 and R^3/109 Notes Line symmetries in the plane.pdf
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09 Geometry of matrix transformations on R^2 and R^3/109 Slides Line symmetries in the plane.pdf
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09 Geometry of matrix transformations on R^2 and R^3/111 Notes Symmetry about a line Problem 2.pdf
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09 Geometry of matrix transformations on R^2 and R^3/112 Notes Rotation by 90 degrees about the origin.pdf
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09 Geometry of matrix transformations on R^2 and R^3/113 Slides Rotation by the angle alpha about the origin.pdf
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09 Geometry of matrix transformations on R^2 and R^3/114 Slides Expansion Compression Scaling and Shear.pdf
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09 Geometry of matrix transformations on R^2 and R^3/115 Notes Plane symmetry in the 3-space Problem 3.pdf
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09 Geometry of matrix transformations on R^2 and R^3/115 Slides Plane symmetry in the 3-space Problem 3.pdf
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09 Geometry of matrix transformations on R^2 and R^3/117 Notes Symmetry about a given plane Problem 5.pdf
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09 Geometry of matrix transformations on R^2 and R^3/118 Notes Projection on a given plane Problem 6.pdf
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09 Geometry of matrix transformations on R^2 and R^3/119 Notes Rotations in the 3-space Problem 7.pdf
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10 Properties of matrix transformations/001 What kind of properties we will discuss.en.srt
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10 Properties of matrix transformations/002 What happens with vector subspaces and affine subspaces under linear transfo.en.srt
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10 Properties of matrix transformations/004 Transformations of straight lines, Problem 2.en.srt
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10 Properties of matrix transformations/005 Change of area (volume) under linear operators in the plane (space).en.srt
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10 Properties of matrix transformations/006 Change of area under linear transformations, Problem 3.en.srt
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10 Properties of matrix transformations/007 Compositions of linear transformations.en.srt
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10 Properties of matrix transformations/008 How to obtain the standard matrix of a composition of linear transformations.en.srt
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10 Properties of matrix transformations/009 Why does it work_.en.srt
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10 Properties of matrix transformations/010 Compositions of linear transformations, Problem 4.en.srt
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10 Properties of matrix transformations/011 Compositions of linear transformations, Problem 5.en.srt
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10 Properties of matrix transformations/120 Slides What kind of properties we will discuss.pdf
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10 Properties of matrix transformations/124 Slides Change of area and volume under linear operators in the plane and space.pdf
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10 Properties of matrix transformations/126 Slides Composition of linear transformations.pdf
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10 Properties of matrix transformations/127 Slides How to obtain the standard matrix of a composition of linear transformations.pdf
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10 Properties of matrix transformations/129 Notes Compositions of linear transformations Problem 4.pdf
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10 Properties of matrix transformations/130 Article-Solved-Problems-Compositions-of-Linear-Transformations.pdf
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11 General linear transformations in different bases/001 Linear transformations between two linear spaces.en.srt
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12 Gram-Schmidt process/001 Dot product and orthogonality until now.en.srt
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12 Gram-Schmidt process/001 Dot product and orthogonality until now.mp4
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12 Gram-Schmidt process/002 Orthonormal bases are awesome.en.srt
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12 Gram-Schmidt process/003 Orthonormal bases are awesome, Reason 1_ distance.en.srt
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12 Gram-Schmidt process/006 Orthonormal bases are awesome, Reason 4_ coordinates.en.srt
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12 Gram-Schmidt process/009 Each orthogonal set is linearly independent, Proof.en.srt
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12 Gram-Schmidt process/010 Coordinates in orthogonal bases, Problem 2.en.srt
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12 Gram-Schmidt process/011 Orthonormal bases, Problem 3.en.srt
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12 Gram-Schmidt process/012 Projection Theorem 1.en.srt
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12 Gram-Schmidt process/015 Calculating projections, Problem 4.en.srt
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12 Gram-Schmidt process/016 Calculating projections, Problem 5.en.srt
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12 Gram-Schmidt process/017 Gram-Schmidt Process.en.srt
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12 Gram-Schmidt process/018 Gram-Schmidt Process, Our unifying example.en.srt
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12 Gram-Schmidt process/019 Gram-Schmidt Process, Problem 6.en.srt
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12 Gram-Schmidt process/020 Gram-Schmidt Process, Problem 7.en.srt
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12 Gram-Schmidt process/146 Slides Orthonormal bases are awesome Reason 1 Distance.pdf
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12 Gram-Schmidt process/147 Slides Orthonormal bases are awesome Reason 2 Dot product.pdf
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12 Gram-Schmidt process/149 Slides Orthonormal bases are awesome Reason 4 Coordinates.pdf
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12 Gram-Schmidt process/150 Slides Coordinates in ON bases Problem 1.pdf
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12 Gram-Schmidt process/151 Slides Coordinates in orthogonal bases Theorem and proof.pdf
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12 Gram-Schmidt process/152 Slides Each orthogonal set is linearly independent Proof.pdf
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12 Gram-Schmidt process/154 Notes Orthonormal bases Problem 3.pdf
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12 Gram-Schmidt process/157 Slides Projection Formula An illustration in the 3-space.pdf
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12 Gram-Schmidt process/158 Notes Calculating projections Problem 4.pdf
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12 Gram-Schmidt process/158 Slides Calculating projections Problem 4.pdf
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12 Gram-Schmidt process/159 Notes Calculating projections Problem 5.pdf
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12 Gram-Schmidt process/159 Slides Calculating projections Problem 5.pdf
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12 Gram-Schmidt process/160 Slides Gram Schmidt Process.pdf
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12 Gram-Schmidt process/161 Slides Gram Schmidt Process Our unifying example.pdf
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12 Gram-Schmidt process/162 Notes Gram Schmidt Process Problem 6.pdf
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12 Gram-Schmidt process/162 Slides Gram Schmidt Process Problem 6.pdf
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12 Gram-Schmidt process/163 Article-Solved-Problems-Gram-Schmidt.pdf
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12 Gram-Schmidt process/163 Notes Gram Schmidt Process Problem 7.pdf
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12 Gram-Schmidt process/163 Slides Gram Schmidt Process Problem 7.pdf
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13 Orthogonal matrices/001 Product of a matrix and its transposed is symmetric.en.srt
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13 Orthogonal matrices/001 Product of a matrix and its transposed is symmetric.mp4
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13 Orthogonal matrices/002 Definition and examples of orthogonal matrices.en.srt
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13 Orthogonal matrices/002 Definition and examples of orthogonal matrices.mp4
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13 Orthogonal matrices/003 Geometry of 2-by-2 orthogonal matrices.en.srt
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13 Orthogonal matrices/003 Geometry of 2-by-2 orthogonal matrices.mp4
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13 Orthogonal matrices/004 A 3-by-3 example.en.srt
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13 Orthogonal matrices/004 A 3-by-3 example.mp4
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13 Orthogonal matrices/005 Useful formulas for the coming proofs.en.srt
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13 Orthogonal matrices/005 Useful formulas for the coming proofs.mp4
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13 Orthogonal matrices/006 Property 1_ Determinant of each orthogonal matrix is 1 or −1.en.srt
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13 Orthogonal matrices/006 Property 1_ Determinant of each orthogonal matrix is 1 or −1.mp4
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13 Orthogonal matrices/007 Property 2_ Each orthogonal matrix A is invertible and A−1 is also orthogona.en.srt
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13 Orthogonal matrices/007 Property 2_ Each orthogonal matrix A is invertible and A−1 is also orthogona.mp4
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13 Orthogonal matrices/008 Property 3_ Orthonormal columns and rows.en.srt
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13 Orthogonal matrices/008 Property 3_ Orthonormal columns and rows.mp4
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13 Orthogonal matrices/009 Property 4_ Orthogonal matrices are transition matrices between ON-bases.en.srt
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13 Orthogonal matrices/009 Property 4_ Orthogonal matrices are transition matrices between ON-bases.mp4
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13 Orthogonal matrices/010 Property 5_ Preserving distances and angles.en.srt
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13 Orthogonal matrices/010 Property 5_ Preserving distances and angles.mp4
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13 Orthogonal matrices/011 Property 6_ Product of orthogonal matrices is orthogonal.en.srt
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13 Orthogonal matrices/011 Property 6_ Product of orthogonal matrices is orthogonal.mp4
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13 Orthogonal matrices/012 Orthogonal matrices, Problem 1.en.srt
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13 Orthogonal matrices/012 Orthogonal matrices, Problem 1.mp4
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13 Orthogonal matrices/013 Orthogonal matrices, Problem 2.en.srt
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13 Orthogonal matrices/013 Orthogonal matrices, Problem 2.mp4
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13 Orthogonal matrices/164 Slides Product of a matrix and its transposed is symmetric.pdf
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13 Orthogonal matrices/165 Slides Definition and examples of orthogonal matrices.pdf
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13 Orthogonal matrices/166 Slides Geometry of 2 by 2 orthogonal matrices.pdf
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13 Orthogonal matrices/167 Notes A 3 by 3 example.pdf
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13 Orthogonal matrices/167 Slides A 3 by 3 example.pdf
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13 Orthogonal matrices/168 Notes Useful formulas for the coming proofs.pdf
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13 Orthogonal matrices/168 Slides Useful formulas for the coming proofs.pdf
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13 Orthogonal matrices/169 Slides Property 1 Determinant of each orthogonal matrix is 1 or -1.pdf
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13 Orthogonal matrices/170 Notes Property 2 Each orthogonal matrix is invertible and the inverse is also orthogonal.pdf
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13 Orthogonal matrices/170 Slides Property 2 Each orthogonal matrix is invertible and the inverse is also orthogonal.pdf
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13 Orthogonal matrices/171 Slides Property 3 Orthonormal columns and rows.pdf
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13 Orthogonal matrices/172 Slides Property 4 Orthogonal matrices are transition matrices between ON-bases.pdf
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13 Orthogonal matrices/173 Notes Property 5 Preserving distances and angles.pdf
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13 Orthogonal matrices/173 Slides Property 5 Preserving distances and angles.pdf
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13 Orthogonal matrices/174 Notes Property 6 Product of orthogonal matrices is orthogonal.pdf
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13 Orthogonal matrices/174 Slides Property 6 Product of orthogonal matrices is orthogonal.pdf
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13 Orthogonal matrices/175 Notes Orthogonal matrices Problem 1.pdf
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13 Orthogonal matrices/175 Slides Orthogonal matrices Problem 1.pdf
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13 Orthogonal matrices/176 Notes Orthogonal matrices Problem 2.pdf
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13 Orthogonal matrices/176 Slides Orthogonal matrices Problem 2.pdf
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14 Eigenvalues and eigenvectors/001 Crash course in factoring polynomials.en.srt
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14 Eigenvalues and eigenvectors/001 Crash course in factoring polynomials.mp4
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14 Eigenvalues and eigenvectors/002 Eigenvalues and eigenvectors, the terms.en.srt
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14 Eigenvalues and eigenvectors/002 Eigenvalues and eigenvectors, the terms.mp4
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14 Eigenvalues and eigenvectors/003 Order of defining, order of computing.en.srt
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14 Eigenvalues and eigenvectors/003 Order of defining, order of computing.mp4
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14 Eigenvalues and eigenvectors/004 Eigenvalues and eigenvectors geometrically.en.srt
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14 Eigenvalues and eigenvectors/004 Eigenvalues and eigenvectors geometrically.mp4
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14 Eigenvalues and eigenvectors/005 Eigenvalues and eigenvectors, Problem 1.en.srt
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14 Eigenvalues and eigenvectors/005 Eigenvalues and eigenvectors, Problem 1.mp4
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14 Eigenvalues and eigenvectors/006 How to compute eigenvalues Characteristic polynomial.en.srt
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14 Eigenvalues and eigenvectors/006 How to compute eigenvalues Characteristic polynomial.mp4
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14 Eigenvalues and eigenvectors/007 How to compute eigenvectors.en.srt
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14 Eigenvalues and eigenvectors/007 How to compute eigenvectors.mp4
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14 Eigenvalues and eigenvectors/008 Finding eigenvalues and eigenvectors_ short and sweet.en.srt
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14 Eigenvalues and eigenvectors/008 Finding eigenvalues and eigenvectors_ short and sweet.mp4
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14 Eigenvalues and eigenvectors/009 Eigenvalues and eigenvectors for examples from Video 180.en.srt
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14 Eigenvalues and eigenvectors/009 Eigenvalues and eigenvectors for examples from Video 180.mp4
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14 Eigenvalues and eigenvectors/010 Eigenvalues and eigenvectors, Problem 3.en.srt
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14 Eigenvalues and eigenvectors/010 Eigenvalues and eigenvectors, Problem 3.mp4
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14 Eigenvalues and eigenvectors/011 Eigenvalues and eigenvectors, Problem 4.en.srt
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14 Eigenvalues and eigenvectors/011 Eigenvalues and eigenvectors, Problem 4.mp4
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14 Eigenvalues and eigenvectors/012 Eigenvalues and eigenvectors, Problem 5.en.srt
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14 Eigenvalues and eigenvectors/012 Eigenvalues and eigenvectors, Problem 5.mp4
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14 Eigenvalues and eigenvectors/013 Eigenvalues and eigenvectors, Problem 6.en.srt
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14 Eigenvalues and eigenvectors/013 Eigenvalues and eigenvectors, Problem 6.mp4
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14 Eigenvalues and eigenvectors/014 Eigenvalues and eigenvectors, Problem 7.en.srt
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14 Eigenvalues and eigenvectors/014 Eigenvalues and eigenvectors, Problem 7.mp4
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14 Eigenvalues and eigenvectors/177 Slides Crash course in factoring polynomials.pdf
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14 Eigenvalues and eigenvectors/178 Slides Eigenvalues and eigenvectors The terms.pdf
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14 Eigenvalues and eigenvectors/179 Slides Order of defining Order of computing.pdf
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14 Eigenvalues and eigenvectors/180 Slides Eigenvalues and eigenvectors geometrically.pdf
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14 Eigenvalues and eigenvectors/181 Notes Eigenvalues and eigenvectors Problem 1.pdf
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14 Eigenvalues and eigenvectors/181 Slides Eigenvalues and eigenvectors Problem 1.pdf
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14 Eigenvalues and eigenvectors/182 Slides How to compute eigenvalues Characteristic polynomial.pdf
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14 Eigenvalues and eigenvectors/183 Notes How to compute eigenvectors.pdf
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14 Eigenvalues and eigenvectors/183 Slides How to compute eigenvectors.pdf
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14 Eigenvalues and eigenvectors/184 Slides Finding eigenvalues and eigenvectors Short and sweet.pdf
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14 Eigenvalues and eigenvectors/185 Notes Eigenvalues and eigenvectors for examples from Video 180.pdf
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14 Eigenvalues and eigenvectors/185 Slides Eigenvalues and eigenvectors for examples from Video 180.pdf
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14 Eigenvalues and eigenvectors/186 Notes Eigenvalues and eigenvectors Problem 3.pdf
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14 Eigenvalues and eigenvectors/186 Slides Eigenvalues and eigenvectors Problem 3.pdf
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14 Eigenvalues and eigenvectors/187 Notes Eigenvalues and eigenvectors Problem 4.pdf
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14 Eigenvalues and eigenvectors/187 Slides Eigenvalues and eigenvectors Problem 4.pdf
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14 Eigenvalues and eigenvectors/188 Notes Eigenvalues and eigenvectors Problem 5.pdf
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14 Eigenvalues and eigenvectors/188 Slides Eigenvalues and eigenvectors Problem 5.pdf
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14 Eigenvalues and eigenvectors/189 Notes Eigenvalues and eigenvectors Problem 6.pdf
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14 Eigenvalues and eigenvectors/189 Slides Eigenvalues and eigenvectors Problem 6.pdf
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14 Eigenvalues and eigenvectors/190 Article-Solved-Problems-Eigenvalues.pdf
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14 Eigenvalues and eigenvectors/190 Slides Eigenvalues and eigenvectors Problem 7.pdf
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15 Diagonalization/001 Why you should love diagonal matrices.en.srt
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15 Diagonalization/001 Why you should love diagonal matrices.mp4
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15 Diagonalization/002 Similar matrices.en.srt
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15 Diagonalization/002 Similar matrices.mp4
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15 Diagonalization/003 Similarity of matrices is an equivalence relation (RST).en.srt
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15 Diagonalization/003 Similarity of matrices is an equivalence relation (RST).mp4
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15 Diagonalization/004 Shared properties of similar matrices.en.srt
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15 Diagonalization/004 Shared properties of similar matrices.mp4
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15 Diagonalization/005 Diagonalizable matrices.en.srt
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15 Diagonalization/005 Diagonalizable matrices.mp4
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15 Diagonalization/006 How to diagonalize a matrix, a recipe.en.srt
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15 Diagonalization/006 How to diagonalize a matrix, a recipe.mp4
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15 Diagonalization/007 Diagonalize our favourite matrix.en.srt
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15 Diagonalization/008 Eigenspaces; geometric and algebraic multiplicity of eigenvalues.en.srt
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15 Diagonalization/008 Eigenspaces; geometric and algebraic multiplicity of eigenvalues.mp4
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15 Diagonalization/009 Eigenspaces, Problem 2.en.srt
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15 Diagonalization/009 Eigenspaces, Problem 2.mp4
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15 Diagonalization/010 Eigenvectors corresponding to different eigenvalues are linearly independent.en.srt
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15 Diagonalization/010 Eigenvectors corresponding to different eigenvalues are linearly independent.mp4
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15 Diagonalization/011 A sufficient, but not necessary, condition for diagonalizability.en.srt
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15 Diagonalization/011 A sufficient, but not necessary, condition for diagonalizability.mp4
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15 Diagonalization/012 Necessary and sufficient condition for diagonalizability.en.srt
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15 Diagonalization/012 Necessary and sufficient condition for diagonalizability.mp4
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15 Diagonalization/013 Diagonalizability, Problem 3.en.srt
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15 Diagonalization/014 Diagonalizability, Problem 4.en.srt
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15 Diagonalization/015 Diagonalizability, Problem 5.en.srt
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15 Diagonalization/016 Diagonalizability, Problem 6.en.srt
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15 Diagonalization/017 Diagonalizability, Problem 7.en.srt
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15 Diagonalization/017 Diagonalizability, Problem 7.mp4
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15 Diagonalization/018 Powers of matrices.en.srt
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15 Diagonalization/018 Powers of matrices.mp4
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15 Diagonalization/019 Powers of matrices, Problem 8.en.srt
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15 Diagonalization/019 Powers of matrices, Problem 8.mp4
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15 Diagonalization/020 Diagonalization, Problem 9.en.srt
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15 Diagonalization/020 Diagonalization, Problem 9.mp4
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15 Diagonalization/021 Sneak peek into the next course; orthogonal diagonalization.en.srt
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15 Diagonalization/021 Sneak peek into the next course; orthogonal diagonalization.mp4
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15 Diagonalization/191 Slides Why you should love diagonal matrices.pdf
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15 Diagonalization/192 Slides Similar matrices.pdf
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15 Diagonalization/193 Slides Similarity of matrices is an equivalence relation RST.pdf
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15 Diagonalization/194 Slides Shared properties of similar matrices.pdf
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15 Diagonalization/195 Slides Diagonalizable matrices.pdf
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15 Diagonalization/196 Slides How to diagonalize a matrix A recipe.pdf
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15 Diagonalization/197 Slides Diagonalize our favorite matrix.pdf
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15 Diagonalization/198 Slides Eigenspaces Geometric and algebraic multiplicity of eigenvalues.pdf
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15 Diagonalization/199 Notes Eigenspaces Problem 2.pdf
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15 Diagonalization/200 Notes Eigenvectors corresponding to different eigenvalues are linearly independent.pdf
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15 Diagonalization/200 Slides Eigenvectors corresponding to different eigenvalues are linearly independent.pdf
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15 Diagonalization/201 Slides Sufficient but not necessary condition for diagonalizability.pdf
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15 Diagonalization/202 Slides Necessary and sufficient condition for diagonalizability.pdf
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15 Diagonalization/203 Notes Diagonalizability Problem 3.pdf
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15 Diagonalization/204 Notes Diagonalizability Problem 4.pdf
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15 Diagonalization/207 Notes Diagonalizability Problem 7.pdf
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15 Diagonalization/208 Slides Powers of matrices.pdf
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15 Diagonalization/209 Notes Powers of matrices Problem 8.pdf
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15 Diagonalization/210 Notes Diagonalization Problem 9.pdf
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15 Diagonalization/210 Slides Diagonalization Problem 9.pdf
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15 Diagonalization/211 Article-Solved-Problems-Diagonalization.pdf
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15 Diagonalization/211 Slides Sneak peek into the next course Orthogonal diagonalization.pdf
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16 Wrap-up Linear Algebra and Geometry 2/001 Linear Algebra and Geometry 2, Wrap-up.en.srt
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16 Wrap-up Linear Algebra and Geometry 2/001 Linear Algebra and Geometry 2, Wrap-up.mp4
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16 Wrap-up Linear Algebra and Geometry 2/002 Yes, there will be Part 3!.en.srt
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16 Wrap-up Linear Algebra and Geometry 2/002 Yes, there will be Part 3!.mp4
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16 Wrap-up Linear Algebra and Geometry 2/003 Final words.en.srt
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16 Wrap-up Linear Algebra and Geometry 2/003 Final words.mp4
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16 Wrap-up Linear Algebra and Geometry 2/212 Slides Linear Algebra and Geometry 2 Wrap-up.pdf
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16 Wrap-up Linear Algebra and Geometry 2/213 Slides Yes There will be Part 3.pdf
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