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On the torus automorphisms: analytic solution, computability and quantization

机译:关于环的自同构:解析解,可计算性和量化

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摘要

The exact solution of the classical torus automorphism, which partial case is Arnold Cat map is obtained and compared with the numerical solution. The torus, considered as the classical phase space admits the quantization in terms of the Weyl pair. The remarkable fact is that quantum map, as the evolution with respect to the discrete time, preserves the Weyl commutation relation. We have obtained also the operator solution of this quantum torus automorphism. (C) 2001 Elsevier Science Ltd. All rights reserved. [References: 8]
机译:得到了经典圆环自同构的精确解,其中部分情况是Arnold Cat映射,并将其与数值解进行了比较。被认为是经典相空间的圆环允许以Weyl对的形式进行量化。引人注目的事实是,量子图作为相对于离散时间的演化而保留了Weyl换向关系。我们还获得了该量子环自同构的算子解。 (C)2001 Elsevier ScienceLtd。保留所有权利。 [参考:8]

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