It has been already shown that quantum walk version of Parrondo’s paradox does not exist in the asymptotic limits. ![]() When a game is played, the net expectation of position of the walker defines a win or a loss. In, Parrondo’s games are explored using one-dimensional discrete time quantum walk (DTQW). Quantum version of the classical random walk on other hand was introduced in 1993 in and is developed and studied extensively throughout the years. Quantum version of Parrondo’s games was introduced in. ![]() ![]() It has been shown that Parrondo’s games have important applications in many physical and biological systems. Parrondo’s paradox consists of a sequence of games, individually each of which are losing games but provide a winning outcome when played in a deterministic or random order.
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