Week of 1/21/08
(Difference between revisions)
Line 11: | Line 11: | ||
<math> \langle u,v \rangle \equiv \langle v,u \rangle ^* </math> | <math> \langle u,v \rangle \equiv \langle v,u \rangle ^* </math> | ||
− | <math> \langle u,u \rangle = 0, </math> with equality only if <math>u | + | <math> \langle u,u \rangle = 0, </math> with equality only if <math>u \equiv 0</math> |
The basic example is the form | The basic example is the form | ||
<math>h(z,w) \equiv \sum z_i w^* _i</math> | <math>h(z,w) \equiv \sum z_i w^* _i</math> |
Revision as of 15:35, 21 January 2008
Definition of complex (Hermitian) inner product
with equality only if
The basic example is the form