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Kronecker deltas

Flere 5. = 1 (0) is the Kronecker delta for/= (f ) and /r. is the wavenumber for the collision, related to the initial relative centre of mass translational energy. before tlie collision... [Pg.773]

Vhen used in this context, the Kronecker delta can be taken to have a value of 1 if m equals n nd zero otherwise. Wavefunctions that are both orthogonal and normalised are said to be rthonormal. [Pg.50]

The unit second-order tensor is the Kronecker delta, S, whose components are given as the following matrix... [Pg.259]

The time evolution of an arbitrary density pt=o x) may be obtained from equation 4.80 as follows. The Kronecker-delta function, 6 x — xq), evolves into the function 6 x — f xo)) after one step. Rewriting this in the form... [Pg.208]

In order to improve upon the mean-field approximation given in equation 7.112, we must somehow account for possible site-site correlations. Let us go back to the deterministic version of the basic Life rule (equation 7.110). We could take a formal expectation of this equation but we first need a way to compute expectation values of Kronecker delta functions. Schulman and Seiden [schul78] provide a simple means to do precisely that. We state their result without proof... [Pg.365]


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Delta

Kronecker

Kronecker delta symbol

Kronecker delta-function

Kronecker’s delta

Kronecker’s delta function

Logical Kronecker delta

Tensor Kronecker delta

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