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Distance of projected point on convex set to any other point in set

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#linear-algebra #optimization #euclidean-geometry #projection
116
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Question from a past exam: Prove $dim(Im(T))=Tr(T)$

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#linear-algebra #linear-transformations #projection
136
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Ray transfer matrix

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#matrices #physics #mathematical-physics #projection
322
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About theory of convex cones

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#order-theory #convex-geometry #positive-semidefinite #projection #convex-cone
50
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A question conditional expectation

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#probability-theory #conditional-expectation #projection
346
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Motivation for equivalence of projections in a von Neumann algebra

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#operator-algebras #von-neumann-algebras #projection
4.2k
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Why Does the Projected Gradient Descent Method Work?

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#convex-analysis #convex-optimization #numerical-optimization #gradient-descent #projection
112
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Linear transformation $ R^3 \to R^3$

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#matrices #linear-transformations #projection
191
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Norm of projection on non-orthonormal basis using scalar products only

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#orthonormal #projection
874
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Operator $T$ with $T^2=T$ which is not a projection

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#functional-analysis #operator-theory #hilbert-spaces #projection
188
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Projector equal to identity matrix

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#matrices #projection
33
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How does "$t$" disappear when finding the distance from a point to a line?

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#vector-spaces #vectors #projection
1.5k
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Projecting into non-orthogonal basis

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#linear-algebra #orthogonality #projection
35
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Find a mapping from $R^{n \times n}$ to orthogonal matrices in the unit sphere such that distances do not increase.

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#convex-analysis #orthogonality #orthogonal-matrices #projection
156
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Bound operator norm

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#functional-analysis #operator-theory #hilbert-spaces #normed-spaces #projection

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