New posts in linear-transformations

Existence of eigenvalue when domain and codomain are different

if two linearly independent vectors are mapped to a same non zero vector by a linear transformation then it's nullspace is non trivial? [closed]

What is the difference between affine and projective transformations?

Proof that $\|fx\| \leq \|f\|\cdot\|x\|$

Covariant and Contravariant Transformation - Example of Polar Coordinates

What is the transformation matrix of the linear mapping?

Why does positive definite guarantee uniqueness? (Peter J Olver PDE book chapter 9)

$T \in \text{Hom}V $ is nilpotent implies $I - T$ invertible [duplicate]

Determine the image of the polynomial $p(t)=(t-2)^2$ through the linear the transformation $T$

difference between linear transformation and its matrix representation .

What is the difference between linear transformation and linear operator?

What are some meaningful connections between the minimal polynomial and other concepts in linear algebra?

Why is a square root not a linear transformation?

Confused about the meaning of a differantial map in baby do Carmo.

Orbits of vectors under the action of $\mathrm{GL}_n(\mathbb Q)$

What shape do we get when we shear an ellipse? And more generally, do affine transformations always map conic sections to conic sections?

given two basis and the matrix, how to find the linear transformation?

Find the matrix $A$ such that the following is true:$ T_1(T_2(\mathbf{x})) = A\mathbf{x}$?

Intuition behind the definition of linear transformation

If $A$ and $B$ are linear transformations on a finite-dimensional inner product space, and if $\textbf{0} \leq A \leq B$, then det $A \leq$ det $B$.