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Question about Linear Transformation.

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#linear-algebra #linear-transformations
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the distance of a point from nD-subspace

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#linear-algebra
933
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inverting a matrix using the LU decomposition approach

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#linear-algebra #matrices #inverse #lu-decomposition
57
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Dimension of $\{\phi :\mathbb{R}^{11}\to\mathbb{R}^9\text{ linear}: U\subseteq\ker\phi\}$

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#linear-algebra #linear-transformations
101
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Is T diagonalizable for $V=\mathbb{R^2}$ ? For $V=\mathbb{C^2}$

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#linear-algebra #eigenvalues-eigenvectors #diagonalization
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Why is that if every row of a matrix sums to 1, then the rows of the inverse matrix sums to 1 too?

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#linear-algebra #matrices #inverse
187
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Finding Smith normal form

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#linear-algebra
1.4k
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What's a basis for $\mathcal L(V,W)$?

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#linear-algebra #linear-transformations
64
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Linear map, find a transformed matrix

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#linear-algebra #matrices #linear-transformations #change-of-basis
385
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Show that 1 is an eigenvalue of the square of a unitary matrix.

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#linear-algebra #matrices
71
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How do I calculate the angle between this two vectors?

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#linear-algebra #vectors #normed-spaces #inner-products #angle
442
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Linear transformation and Exact sequences

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#linear-algebra #linear-transformations #exact-sequence
488
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If I have system of n equations (any equations in general) with n variables can I always solve it?

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#linear-algebra #systems-of-equations
71
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Minimum value for a multiplication in an equation with 2 variables

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#linear-algebra #elementary-number-theory #optimization #maxima-minima #a.m.-g.m.-inequality
833
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The Columns In Representation Of Linear Transformation As Matrix

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#linear-algebra #linear-transformations

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