MathGloss

The Euclidean inner product is an inner product on Rn\mathbb R^n given by x,y=i=1nxiyi.\langle x,y\rangle = \sum_{i=1}^n x_iy_i. The notation x,y\langle x,y\rangle notation is often written xyx\cdot y instead.

Wikidata ID: Q181365