Abstract. In this paper we extend our 2007 paper, "Comparative Quantum Cosmology: Causality, Singularity, and Boundary Conditions", http://arxiv.org/ ftp/arxiv/papers/0710/0710.5046.pdf, to include consideration of universal expansion, various implications of extendibility and incompleteness in spacetime metrics and, absent the treatment of Feynman diagrams, the use of Penning trap dynamics to describe the Hamiltonians of space-times with no characteristic upper or lower bound.

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In this paper we review our earlier work on quantum computing and the Nash Equilibrium, in particular, tracing the history of the discovery of new Nash Equilibria and then reviewing the ways in which quantum computing may be expected to generate new classes of Nash equilibria. We then extend this work through a substantive analysis of examples provided by Meyer, Flitney, Iqbal and Weigert and Cheon and Tsutsui with respect to quantized games, quantum game strategies and the extension of Nash Equilibrium to solvable games in Hilbert space. Finally, we review earlier work by Sato, Taiji and Ikegami on non-linear computation and computational classes by way of reference to coherence, decoherence and quantum computating systems.Comment: 18 Pages, 6th International Conference on Complex Systems. Available from http://necsi.org/events/iccs6/papers/12dc335ba096f7ee3cf094c55489.pd

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