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Rotation around a vector

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#linear-algebra #vectors #linear-transformations #rotations
344
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Is it true that there is a non-negative eigenvector corresponding the largest eigenvalue for any non-negative adjacency matrix?

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#linear-algebra
82
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How to find an average for set of scores and a weight

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#linear-algebra #average #means
75
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Why $(A -\lambda I)v$ is an eigenvector if $v$ is not?

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#linear-algebra
518
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Division of modified bessel of the second kind over the first kind

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#linear-algebra #abstract-algebra #ordinary-differential-equations #systems-of-equations
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does the zero vector lie in the span of every sequence of vectors?

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#linear-algebra
40
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How to know the linear dependency of this vector space

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#linear-algebra
354
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Proper way to use projection matrix equation

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#linear-algebra #orthogonality #least-squares #projection-matrices
96
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Can there be a trigonometric function reaching any finite number of points in $\mathbb{R} ^2$

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#linear-algebra #trigonometry #linear-regression
1.9k
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Determine whether the given vector is in the span of S.

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#linear-algebra
151
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Determinant and Volume

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#linear-algebra #determinant #volume
76
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Prove that the sum is also linear application

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#linear-algebra
35
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Concluding orthogonality

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#linear-algebra #inner-products #orthogonality
196
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Find the parameter of eigenvector as a function of given value

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#linear-algebra #matrices #physics
326
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$⟨v, w⟩_1 = 0$ if and only if $⟨v, w⟩_2 = 0$. Prove that $⟨v, w⟩_1 = c⟨v, w⟩_2$, infinite-dimensional case?

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#linear-algebra #inner-products

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