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Algebraic Vector and Tensor Operations

In chapter 2 the Kronecker delta Sij and the totally antisymmetric Levi-Civit symbol were introduced by Eqs. (2.11) and (2.9), respectively. Their relation to each other is given by [Pg.633]

The Euclidean scalar product between two arbitrary three-dimensional vectors A and B is given by [Pg.633]

Relativistic Quantum Chemistry. Markus Reiher and Alexander Wolf [Pg.633]

AyBz AzBy AzBx — AxBz AxBy — AyBx [Pg.634]


See other pages where Algebraic Vector and Tensor Operations is mentioned: [Pg.633]    [Pg.638]   


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