Hermitian scalar product
Hermitian scalar product
[er′mish·ən ′skāl·ər ¦präd·əkt] (mathematics)
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That is, a Hermitian scalar product G is characterized by the condition: G(iX, iY) = G(X, Y) for every vectors X, Y.
When [alpha] is constant, we define a Hermitian scalar product G along [gamma] by the following formulas
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