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Titlebook: Unconventional Models of Computation, UMC’2K; Proceedings of the S I. Antoniou,C. S. Calude,M. J. Dinneen Conference proceedings 2001 Sprin

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An Unconventional Computational Linear Algebra: Operator Trigonometry,ometry, to Statistics and Quantum Mechanics. Also I will give some hitherto unpublished insights into the operator trigonometry, its origins, meaning, and future potential. Finally, I will present a fundamental new view of sin ..
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Computing with Membranes: Attacking NP-Complete Problems,trate by an example the basic definition, then we recall several variants which can solve NP-complete problems in a polynomial time. A complete bibliography of the domain, at the level of the end of August 2000, is also provided.
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On P Systems with Active Membranes,ssibility of dividing non-elementary membranes under the influence of objects present in them. Then, we show that membrane division (and even membrane dissolving) is not necessary in order to show that such systems are computationally complete.
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Macroscopic Molecular Computation with Gene Networks,rication of synthetic networks, i.e. . of a gene network. Furthermore, it was shown both theoretically and experimentally that chemical reactions can be used to implement Boolean logic and neural networks.
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Carlos Martín-Vide,Victor Mitranae production field, and have thereby realized it necessary to recognize photosynthesis as a phenomenon that carbon dioxide (C0 ) in the air diffuses into chloroplasts in the leaves, and to study 2 which environmental factors promote C0 diffusion into the leaves. 2 In this book, I am going to describ
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Tom Headterature. Methods to characterize photosynthetic “leaf” area, water content, and canopy structure will be evaluated relative to their use in characterizing rates of photosynthesis. In addition, various methods are used to study photosynthetic function and these will be considered in light of their appropriate spatial and temporal domains.
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