New posts in vector-spaces

Prove that $V$ and $\mathbb{C}_{2}^{n}$ are isometric

Generalize exterior algebra: vectors are nilcube instead of nilsquare

Confused about a step in a proof that $a\times (b \times c) = (a\cdot c)b - (b\cdot c)a$

If $U$ is unitary operator then spectrum $\sigma(U)$ is contained inside the unit circle

Where is the error in my argument that SO(4) contains a 7-dimensional subspace?

only an even dimensional real vector space can admit a complex structure

When is a vector "glued" to the origin?

Proof: Sum of dimension of orthogonal complement and vector subspace

Vector spaces with fractional dimension

Geometric interpretation of the multiplication of complex numbers?

Can a basis for a vector space be made up of matrices instead of vectors?

Why isn't every linear subspace of an infinite-dimensional normed space closed?

Real life applications of general vector spaces

Does zero curl imply a conservative field?

How many essentially different generating sets of cardinality $d +1$ are there in a vector space $V$ of dim $d$ over a field of prime cardinality $p$?

What really is ''orthogonality''?

Do orthonormal changes of basis affect the inner product?

Canonical Isomorphism Between $\mathbf{V}$ and $(\mathbf{V}^*)^*$

Does anyone know any resources for Quaternions for truly understanding them?

Uncountable Basis?