4 docs tagged with "linear algebra"

An Antisymmetric Matrix or Skew Symmetric Matrix is a matrix where its cross-diagonal entries are negated, that is

Let $B = \{\vec, \vec{b2}, \ldots, \vec{b_n}\}$ be a basis for the vector space $V = \mathbb{R}^n$.

Let $\boldsymbol$ and $\boldsymbol{B}$ be $n \times 1$-matrices.

The Geometry of the Dot Product and Applications to Visibility Modeling