Newbetuts
.
New posts in vector-spaces
If $X$ is a normed space and $Y$ a finite dimensional subspace, then $Y$ is closed.
real-analysis
functional-analysis
convergence-divergence
vector-spaces
normed-spaces
Find matrices that commute with $\operatorname{Diag}(1,1,-1)$.
linear-algebra
matrices
vector-spaces
eigenvalues-eigenvectors
linear-transformations
Why is it important that a basis be orthonormal?
vector-spaces
orthonormal
How to prove that two non-zero linear functionals defined on the same vector space and having the same null-space are proportional?
linear-algebra
functional-analysis
vector-spaces
operator-theory
Proving that every vector space has a norm.
linear-algebra
functional-analysis
vector-spaces
Dual Space Isomorphism
linear-algebra
vector-spaces
vector-space-isomorphism
Differences between infinite-dimensional and finite-dimensional vector spaces
linear-algebra
abstract-algebra
vector-spaces
big-list
While proving that every vector space has a basis, why are only finite linear combinations used in the proof?
linear-algebra
vector-spaces
Span of an empty set is the zero vector
linear-algebra
matrices
vector-spaces
span
The set of all linear maps T:V->W is a vector space
linear-algebra
vector-spaces
linear-transformations
Is that true that $\|g\circ f\|\leq \|g\|\cdot\|f\|$?
linear-algebra
functional-analysis
vector-spaces
metric-spaces
normed-spaces
Cross Product Intuition
geometry
vector-spaces
analytic-geometry
Why do natural transformations express the fact that a vector space is canonically embedded in its double-dual but not in its dual?
vector-spaces
category-theory
intuition
Set sum of graphs of linear maps is a graph only if the maps are same
linear-algebra
functions
vector-spaces
proof-writing
linear-transformations
What is the dimension of $\{X\in M_{n,n}(F); AX=XA=0\}$?
linear-algebra
matrices
vector-spaces
linear-transformations
matrix-equations
Do you need the Axiom of Choice to assert that every real vector space has a norm?
logic
vector-spaces
axiom-of-choice
short exact sequence of holomorphic vector bundles splits but not holomorphically, only $C^{\infty}$
differential-geometry
vector-spaces
Localization does not commute canonically with infinite direct products
abstract-algebra
commutative-algebra
vector-spaces
Do I understand metric tensor correctly?
differential-geometry
vector-spaces
tensors
What's the use of quadratic forms?
linear-algebra
vector-spaces
quadratic-forms
Prev
Next