New posts in linear-transformations

EDIT: A question on eigenvalues of non-negative matrices.

Show that $\ker \hat{T} = \text{ann}(\text{range } T)$

A linear map, continuous at zero, is bounded

How to understand the exponential operator geometrically?

Must an injective or surjective map in an infinite dimensional vector space be a bijection?

Matrix in canonical form of an orthogonal transformation

I'm trying to find where a "3D logarithmic spiral" converges.

Does a family of linearly independent injective maps have a vector with linearly independent images?

"An affine space is nothing more than a vector space whose origin we try to forget about, by adding translations to the linear maps."

Is the image of a scaled unit ball equal to the scalar times image of unit ball?

Why does not the following matrix transformation seem to be possible?

When does convergence in range imply convergence of arguments?

How to find a basis of an image of a linear transformation?

Intuitive geometric explanation: existence of eigenvalue in odd dimension real vector space.

linear operator $f(X) = AXB$

calculate $\cos(\alpha+\beta)$ and $\sin(\alpha+\beta)$

Minimal polynomial of restriction to invariant subspace divides minimal polynomial

How do I find a dual basis given the following basis?

Decomposition of a linear map into scale/rotation/shear matrices

Find matrices that commute with $\operatorname{Diag}(1,1,-1)$.