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linear
algebra
Inner Products
Overview
Definition
{% \langle x,y \rangle ^* = \langle y,x \rangle %}
{% \langle a\vec{x} + b \vec{y}, \vec{z} \rangle = a \langle \vec{x} ,z \rangle + b \langle \vec{y} , z \rangle %}
{% \langle x,x \rangle > 0 %}
Definition
Contents