New posts in vector-spaces

What does $\|u\|$ mean?

Is null vector always linearly dependent?

$\mathbb{R}^2$ is not a subspace of $\mathbb{C}^2$?

Linear independence of functions: $x_1(t) = 3$, $x_2(t)=3\sin^2t$, $x_3(t)=4\cos^2t$

Does taking the dot product of two column vectors involve converting one of the vectors into row vectors first?

Does the "field" over which a vector space is defined have to be a Field?

Basis for Tensor Product of Infinite Dimensional Vector Spaces

Gradient of quadratic vector function [duplicate]

Linear independence of another set of infinite functions

Is a linear vector space a vector space?

Spanning $\Bbb{R}^2$ Vector Space [duplicate]

Is there such thing as an unnormed vector space?

Are all finite-dimensional algebras of a fixed dimension over a field isomorphic to one another?

Combinatorics in finite vector space

Count the number of bases in a subset

Covectors and Vectors

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

Cosine similarity / distance and triangle equation

Are the sets subspaces?

Prove that Every Vector Space Has a Basis