nullspace

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Nullspace

Let $A \in M_{m, n} (F)$ be a matrix. The nullspace of $A$ is the set

null (A) = {x \in F^{n} : A x = 0}

Equivalently, these are the eigenvectors associated with the eigenvalue $0$

File	Last Modified
Functional Analysis Lecture 17	2025-08-01
Lecture 02	2025-08-17
Lecture 12	2025-08-17
Lecture 15	2025-08-17
linearly independent columns equivalencies	2025-08-17
nullspace property	2025-09-11
range of a matrix	2025-08-17
spectrum	2025-08-17

nullspace

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