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Worded optimisation problem

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#linear-algebra #optimization #linear-programming
1.6k
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Does every hyperplane have a unique normal vector (up to non-zero scalar multiplication)?

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#linear-algebra
126
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Showing that a matrix of exponential form has determinant 1

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#linear-algebra #matrices #representation-theory
87
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Null space -Differentiation of the equation

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#linear-algebra #derivatives #differential-geometry
58
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How to open $[1 + \langle x,y\rangle]^2$

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#linear-algebra #polynomials #vectors
298
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Finding the Jordan canonical form of A and Choose the correct option

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#linear-algebra #matrices #jordan-normal-form
131
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Given the vertex of a parabola, finding the self-polar triangle

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#linear-algebra #conic-sections #projective-geometry #projective-space #affine-geometry
119
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$AB - BA = \lambda B$ has a nontrivial solution, iff $\lambda = \lambda_i - \lambda_j$?

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#linear-algebra #lie-algebras
386
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Does this matrix have one eigenvalue or two?

Published on
#linear-algebra #matrices #eigenvalues-eigenvectors
489
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Is the set of all real symmetric matrices all of whose eigenvalues satisfy $|λ| \le 2 $ compact?

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#linear-algebra #general-topology #metric-spaces #compactness
29
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Three vector subspaces and their relationship.

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#linear-algebra
140
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Orthogonal projection and orthogonal complement

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#linear-algebra #orthogonality
74
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Question regarding the function $z=a+bi \mapsto f(z)=a+i(a+b)$.

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#linear-algebra #complex-numbers
2k
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Linear combination of vectors vs Dot product in Matrix vector multiplication

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#linear-algebra #matrices #vectors
642
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Operator norm of the matrix polynomial of a self adjoint matrix.

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#linear-algebra #normed-spaces

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