Ivan Artemov

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In this work, we apply quantum cellular automata (QCA) to study pattern formation and image processing in quantum-diffusion Schrödinger metamedia with generalized complex diffusion coefficients. Generalized complex numbers have the real part and imaginary part with the imaginary unit 2 1 i   (classical case), 2 1 i   (double numbers) and 2 0 i  (dual(More)
In this work, we use quantum color cellular automata to study pattern formation and image processing in quantum-diffusion Schrödinger systems with triplet-valued (color-valued) diffusion coefficients. Triplet numbers have the real part and two imaginary parts (with two imaginary units 1  and 2  , where 3 1   ). They form 3-D triplet algebra.(More)
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