|
RAR-files |
| linkedin.learning.machine.learning.foundations.linear.algebra-xqzt.rar |
50,000,000 |
4963F074 |
| linkedin.learning.machine.learning.foundations.linear.algebra-xqzt.r00 |
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| linkedin.learning.machine.learning.foundations.linear.algebra-xqzt.r01 |
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| linkedin.learning.machine.learning.foundations.linear.algebra-xqzt.r02 |
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| linkedin.learning.machine.learning.foundations.linear.algebra-xqzt.r03 |
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| linkedin.learning.machine.learning.foundations.linear.algebra-xqzt.r04 |
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| linkedin.learning.machine.learning.foundations.linear.algebra-xqzt.r05 |
27,553,321 |
0003F8C6 |
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| Total size: |
327,553,321 |
|
|
| Archived
files |
|
01.01-introduction.mkv
[beaab077bdd17c49]
|
8,953,322 |
7881BD61 |
|
01.02-what_you_should_know.mkv
[5b68a87d7b8a0114]
|
5,536,450 |
4C3725B0 |
|
02.01-defining_linear_algebra.mkv
[de8d1376fe424d8f]
|
11,550,145 |
25B51829 |
|
02.02-applications_of_linear_algebra_in_ml.mkv
[89f6272214e78890]
|
23,591,211 |
33B1561D |
|
03.01-introduction_to_vectors.mkv
[e27064eb7f173b2f]
|
31,056,866 |
5DBF458C |
|
03.02-vector_arithmetic.mkv
[fab7bddaf19766ac]
|
12,720,083 |
1FCB64D1 |
|
03.03-coordinate_system.mkv
[6c1f2c88eb0866a1]
|
10,050,663 |
7070078C |
|
04.01-dot_product_of_vectors.mkv
[cdc965b2b4252252]
|
12,773,607 |
297623BB |
|
04.02-scalar_and_vector_projection.mkv
[cb5bf98528949f72]
|
13,264,472 |
8A6E2558 |
|
04.03-changing_basis_of_vectors.mkv
[2fbc87dff5baa9eb]
|
17,656,592 |
D1DE2B6F |
|
04.04-basis_linear_independence_and_span.mkv
[65e34b984c3083a1]
|
12,419,818 |
A3E4B118 |
|
05.01-matrices_introduction.mkv
[ad25c6bf0b09aa23]
|
8,598,951 |
89D13855 |
|
05.02-types_of_matrices.mkv
[18da4cd6db9abdee]
|
9,895,189 |
DC34B2A8 |
|
05.03-types_of_matrix_transformation.mkv
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|
9,089,279 |
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|
05.04-composition_or_combination_of_matrix_transformations.mkv
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12,124,179 |
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|
06.01-solving_linear_equations_using_gaussian_elimination.mkv
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|
17,597,978 |
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|
06.02-gaussian_elimination_and_finding_the_inverse_matrix.mkv
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9,975,784 |
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|
06.03-inverse_and_determinant.mkv
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8,580,513 |
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|
07.01-matrices_changing_basis.mkv
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|
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07.02-transforming_to_the_new_basis.mkv
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14,929,155 |
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|
07.03-orthogonal_matrix.mkv
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|
07.04-gram-schmidt_process.mkv
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|
08.01-introduction_to_eigenvalues_and_eigenvectors.mkv
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|
10,708,513 |
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|
08.02-calculating_eigenvalues_and_eigenvectors.mkv
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|
11,842,993 |
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|
08.03-changing_to_the_eigenbasis.mkv
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|
13,537,192 |
948E3B3C |
|
08.04-google_pagerank_algorithm.mkv
[a940b406de1625bc]
|
12,754,189 |
CDACB387 |
|
09.01-next_steps.mkv
[3e12ee3bd4d5d91a]
|
2,588,348 |
E33A6158 |
|
Ex_Files_ML_Foundations_Linear_Algebra.zip |
34,147 |
93CE5C9F |
|
| Total size: |
327,550,495 |
|
|
