Hoffman and Kunze, linear algebra sec 3.6 exercise 1
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Task interpretation for Hoffman Kunze Linear Algebra exercise 1 (b) sec. 3.6
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Prove that bilinear form can be presented as product of linear forms if and only if it has rank one
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A rank-one matrix is the product of two vectors
132346
a linear algebra multiple choice problem
42427
Understanding linear algebra in Ordinary Least Squares derivation
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VERIFYING: Proving an $n \times n$ Matrix Vector Space
15417
Tricky problem on skew-symmetric matrices
26343
Number of certain (0,1)-matrices, Stanley's Enumerative Combinatorics
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Hartshorne Exercise II. 3.19 (a)
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Determining possible minimal polynomials for a rank one linear operator
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bilinear form - proof
107435
Exercise from Atiyah-Macdonald, Chapter 1, 2.iv)
34272
Proving definition of norms induced by vector norms
23451
The new introduced EulerMatrix problem
155259
Textbook on Graph Theory using Linear Algebra
90828
Help proving exercise on sequences in Bartle's Elements
121533
$3\times3$ linear system organization