Navigate
Jump to a node in this tree, or explore your trees and public knowledge.
Quick Navigation
Jump to a node or explore another tree.
701–718 of 718 nodes
- Transpose and adjoint#23502
- Transpose commutes with scalar multiplication.#23511
- Triangularization requires the characteristic polynomial to split#24076
- Triangular matrices#23561
- Two matrices of the same size are equivalent if and only if they have the same rank.#23607
- Two vectors are dependent iff at least one is a scalar multiple of the other#23826
- Unitary matrices#23587
- Unitary matrices are invertible.#23589
- Unitary matrices have orthogonal (orthonormal) rows/columns.#23590
- Unitary matrices preserve inner products.#23591
- Unitary matrices preserve orthogonal (orthonormal) bases.#23592
- Using matrices to solve linear systems#23760
- Vector form of solutions to a consistent linear system#23444
- Vector space isomorphism is an equivalence relation.#24003
- Vector spaces#23775
- Vector sum/addition interpreted geometrically in R^n (or C^n)#23797
- Vector sum/addition is commutative and associative#23787
- Visualise a linear transformation on R^2 by looking at the image of a region#23852