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New posts in normed-spaces
What does $\|u\|$ mean?
linear-algebra
vector-spaces
vectors
normed-spaces
Norm equivalence in a Banach space [closed]
functional-analysis
normed-spaces
banach-spaces
open-map
Product norm on infinite product space
real-analysis
normed-spaces
Subsequences of Basis
functional-analysis
normed-spaces
banach-spaces
schauder-basis
What does this (double absolute value like) notation mean?
linear-algebra
notation
vectors
normed-spaces
Prove that the nuclear norm is convex
matrices
convex-analysis
normed-spaces
matrix-norms
nuclear-norm
Showing that the operator is bounded and find its norm.
real-analysis
functional-analysis
operator-theory
normed-spaces
lp-spaces
Is there such thing as an unnormed vector space?
functional-analysis
vector-spaces
normed-spaces
locally-convex-spaces
Infinity matrix norm example
matrices
infinity
normed-spaces
Does convexity of a 'norm' imply the triangle inequality?
functional-analysis
analysis
vector-spaces
convex-analysis
normed-spaces
Showing that matrix $Q=UV^T$ is the nearest orthogonal matrix to $A$.
linear-algebra
matrices
optimization
normed-spaces
procrustes-problem
Is an NVS complete iff it is non meagre?
linear-algebra
general-topology
functional-analysis
normed-spaces
baire-category
Is $d(x,y)=\frac {\|x-y\|} {\sqrt {1+\|x\|^{2}}\sqrt {1+\|y\|^{2}}}$ a metric on a normed linear space?
metric-spaces
normed-spaces
How to prove that a finite-dimensional linear subspace is a closed set
general-topology
banach-spaces
normed-spaces
Simple function approximation of a function in $L^p$
real-analysis
functional-analysis
normed-spaces
Show that $L^p$ "space" for $0<p<1$ does not define a norm
normed-spaces
lp-spaces
Why is this true: $\|x\|_1 \le \sqrt n \cdot \|x\|_2$?
inequality
normed-spaces
Is closure of linear subspace of X is again a linear subspace of X??
vector-spaces
normed-spaces
proving that the quotient linear map of a continuous linear map is also continuous (normed spaces)
real-analysis
functional-analysis
normed-spaces
Finding inner product and expression for norm
analysis
normed-spaces
hilbert-spaces
inner-products
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