An exact identity for memory |
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Authors: | Vladislav Čápek |
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Affiliation: | (1) Faculty of Mathematics and Physics, Institute of Physics of Charles University, Ke Karlovu 5, 12116 Praha 2, Czech Republic |
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Abstract: | It is argued that memory functions from Time-Convolution Generalized Master Equations for probabilities of finding a system interacting with a genuine bath in arbitrary state of a full system of states have, under quite general conditions for asymmetric systems, zero time integrals provided that the latter exist and that no approximations were involved. |
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