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Orthogonal projection of an ellipsoid

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#calculus #area #projection
49
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3d clipping problem

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#matrices #vector-spaces #projection
490
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Proving a projection based on Farkas Lemma

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#polyhedra #projection
224
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Show that this linear projection with center is an isomorphism

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#algebraic-geometry #projective-space #projection
69
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Prove that linear operator T is the projection Operator

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#linear-transformations #projection
301
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Project a point onto a plane, given some constraints

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#projection
153
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A "Crookedness criterion" for a pair of orthogonal projectors?

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#functional-analysis #operator-theory #hilbert-spaces #normed-spaces #projection
147
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Show that $f$ is an orthogonal projection

Published on
#linear-algebra #linear-transformations #projection
184
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Norm estimate for a product of two orthogonal projectors

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#functional-analysis #hilbert-spaces #normed-spaces #projection
1.8k
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What exactly is a non-linear orthogonal projection?

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#hilbert-spaces #projection
386
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Boundary of the projection of a body

Published on
#geometry #projection
40
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Projection on the hyperplane H: $∑x_i=k$

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#linear-algebra #matrices #vector-spaces #projection
105
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Is there a special name for the orthogonal projection matrix onto the unit vector?

Published on
#matrices #terminology #projection
650
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Properly infinite projection/von Neumann algebra

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#von-neumann-algebras #projection
1k
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Give the standard matrix of the projection $T:\Bbb R^3 \to \Bbb R^3$ that projects a vector on the plane $x+y+z=0$

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#matrices #projection

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