adam W's user avatar
adam W's user avatar
adam W's user avatar
adam W
  • Member for 11 years
  • Last seen this week
2 votes
Accepted

Given the product of a unitary matrix and an orthogonal matrix, can it be easily inverted _without_ knowing these factors?

2 votes
Accepted

How can I use Gauss elimination to solve equations with Modular arithmetics?

2 votes

From right-eigenvectors to left-eigenvectors?

2 votes
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Possible relation between spectra bounds of two matrices

2 votes

I can express this programmatically, how would this be expressed mathematically?

2 votes
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Checking a solution for a linear system

2 votes
Accepted

Short-cut solution for generalized eigenvectors

2 votes
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Can this matrix equation be solved for X?

2 votes

System of equations: Can I solve this system of equations?

2 votes
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Proof of a fact about symmetric pd matrices

2 votes
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Symmetric matrix decomposition with orthonormal basis of non-eigenvectors

2 votes
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Cosine similarity between complex vectors

2 votes
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Quadratic equation with matricial coefficients

2 votes

Characteristic polynomial of a matrix with zeros on its diagonal

2 votes
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Finding common terms of two arithmetic sequences using Extended Euclidean algorithm

1 vote

Spectral/Eigen-value solution?

1 vote
Accepted

trace function, eigen decomposition and optimization!

1 vote

Properties of the unit normal to a partially-rotated hyperplane

1 vote
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2-rank of symmetric matrix

1 vote
Accepted

Quadratic Matrix Equation

1 vote

Compute Cholesky of $\Sigma^{-1}$ from Cholesky of $\Sigma$

1 vote

Complete instead of Complex, Irregular instead of Imaginary

1 vote
Accepted

Is $"2.1234........ "$ rational?

1 vote

proving the formula for x and y in the extended euclidean algorithm

1 vote

Matrix polynomial - is there a trick?

1 vote

Linear algebra "give vector in opposite direction to V with length 1"

1 vote

A set of Quadratic equation, any good algorithm?

1 vote

Probability problem found in textbook

1 vote
Accepted

Describe all solutions of the linear system system

1 vote

How to check if a symmetric $4\times4$ matrix is positive semidefinite?