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New posts in svd
Strang's proof of SVD and intuition behind matrices $U$ and $V$
linear-algebra
matrices
svd
How to compute the SVD of a symmetric matrix?
linear-algebra
matrices
eigenvalues-eigenvectors
svd
symmetric-matrices
Low-rank Approximation with SVD on a Kernel Matrix
linear-algebra
svd
inverse-problems
Gradient descent on non-convex function works. How?
optimization
numerical-optimization
svd
gradient-descent
non-convex-optimization
Why do we say SVD can handle singular matrix in least-squares? Comparison of SVD and QR decompositions
matrices
numerical-linear-algebra
matrix-decomposition
least-squares
svd
How is the null space related to singular value decomposition?
linear-algebra
matrix-decomposition
svd
Singular value decomposition proof
proof-verification
proof-writing
proof-explanation
least-squares
svd
QR decomposition properties
linear-algebra
svd
SVD and the columns -- I did this wrong but it seems that it still works, why?
eigenvalues-eigenvectors
svd
Why does SVD provide the least squares and least norm solution to $ A x = b $?
linear-algebra
optimization
svd
least-squares
Understanding a derivation of the SVD
svd
Proof of Eckart-Young-Mirsky theorem
linear-algebra
proof-explanation
svd
Relationship between eigendecomposition and singular value decomposition
linear-algebra
matrices
eigenvalues-eigenvectors
svd
symmetric-matrices
How can you explain the Singular Value Decomposition to non-specialists?
linear-algebra
matrices
matrix-decomposition
svd
singular-values
If $A = R R^T$, prove that $||R_1 R_1^T||_2 \le ||A||_2$ where $R_1$ is first column of $R$.
matrices
numerical-linear-algebra
svd
matrix-norms
spectral-norm
Calculating SVD by hand: resolving sign ambiguities in the range vectors.
linear-algebra
matrices
eigenvalues-eigenvectors
matrix-decomposition
svd
Derivative (or differential) of symmetric square root of a matrix
linear-algebra
matrices
derivatives
svd
Why does the spectral norm equal the largest singular value?
linear-algebra
matrices
svd
singular-values
spectral-norm
How unique are $U$ and $V$ in the Singular Value Decomposition?
linear-algebra
matrices
matrix-decomposition
svd
singular-values
What do eigenvalues have to do with pictures?
linear-algebra
matrices
eigenvalues-eigenvectors
svd
image-processing
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