New posts in normed-spaces

What does $\|u\|$ mean?

Norm equivalence in a Banach space [closed]

Product norm on infinite product space

Subsequences of Basis

What does this (double absolute value like) notation mean?

Prove that the nuclear norm is convex

Showing that the operator is bounded and find its norm.

Is there such thing as an unnormed vector space?

Infinity matrix norm example

Does convexity of a 'norm' imply the triangle inequality?

Showing that matrix $Q=UV^T$ is the nearest orthogonal matrix to $A$.

Is an NVS complete iff it is non meagre?

Is $d(x,y)=\frac {\|x-y\|} {\sqrt {1+\|x\|^{2}}\sqrt {1+\|y\|^{2}}}$ a metric on a normed linear space?

How to prove that a finite-dimensional linear subspace is a closed set

Simple function approximation of a function in $L^p$

Show that $L^p$ "space" for $0<p<1$ does not define a norm

Why is this true: $\|x\|_1 \le \sqrt n \cdot \|x\|_2$?

Is closure of linear subspace of X is again a linear subspace of X??

proving that the quotient linear map of a continuous linear map is also continuous (normed spaces)

Finding inner product and expression for norm