Mixing Entropy for Three Letters
Mixing Entropy for Three Letters
In information theory, the letters of an alphabet indicate possible states of measurement, and a register or cell contains each of these letters.
We show the effect of the mixing of information and states when these registers (cells) are deformed. A new mixing entropy is defined by allowing cells to -deform, hence making it possible for each cell to contain more than a single letter, leading to the existence of "mixed" letters within one cell. As the deformation of cells increases, the effect of the mixing of states (letters) shifts the point of maximum entropy in a manner similar to symmetry breaking.
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