The Heisenberg Group in Classical and Quantum Information Transmission

Author:

Binz E.,Pods S.

Publisher

Kluwer Academic Publishers

Reference16 articles.

1. Abraham, R., J.E. Marsden, and T. Ratiu: 1983, Manifolds, Tensor, Analysis, and Applications, No. 2. In Global Analysis Pure and Applied B. London, Amsterdam, Don Mills (Ontario), Sydney, Tokyo: Addison-Wesley.

2. Binz, E. and S. Pods, ‘The Geometry of Heisenberg Groups in Information Theory, Quantization, Quantum Information and Holography’ (in preparation).

3. Binz, E. and S. Pods: (to appear), ‘Classical and Quantum Information Transmission’. In: A. Khrennikov (ed.): Proceedings of Quantum Theory: Reconsideration of Foundations-2. Växjö (Sweden) June 1–6,2003.

4. Binz, E., S. Pods, and W. Schempp: 2003, ‘Heisenberg Groups-the Fundamental Ingredient to describe Information, its Transmission and Quantization’. Journal of Physics A: Mathematical and General 36, 1–21.

5. Binz, E. and W. Schempp: 2000, ‘Vector Fields in Three Space, Natural Internal Degrees of Freedom, Signal Transmission and Quantization’. Results in Mathematics 37, 226–245.

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