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  1. Ralph Abraham & Sisir Roy (2012). The Atomistic Revival. World Futures 68 (1):30 - 39.
    In our recent book (Abraham and Roy 2010) we have repurposed a mathematical model for the quantum vacuum as a model of consciousness. In this model, discrete space and time are derived from a discrete cellular dynamical network. As our model is essentially atomistic, we included in our book a short support chapter on atomism. In this aticle we expand on the few pages of that chapter devoted to the history of atomism, to place the current revival of atomism in (...)
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  2. Lothar Schäfer, Diogo Valadas Ponte & Sisir Roy (2009). Quantum Reality and Ethos: A Thought Experiment Regarding the Foundation of Ethics in Cosmic Order. Zygon 44 (2):265-287.
    The authors undertake a thought experiment the purpose of which is to explore possibilities for understanding moral principles in analogy with cosmic order. The experiment is based on three proposals, which are described in detail: an ontological, a neurological, and a moral proposal. The ontological proposal accepts from the phenomena of quantum physics that there is a nonempirical domain of physical reality that consists not of material things but of what is philosophically conceptualized as a realm of nonmaterial forms. This (...)
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  3. Ratan Dasgupta & Sisir Roy (2008). Multinomial Distribution, Quantum Statistics and Einstein-Podolsky-Rosen Like Phenomena. Foundations of Physics 38 (4):384-394.
    Bose-Einstein statistics may be characterized in terms of multinomial distribution. From this characterization, an information theoretic analysis is made for Einstein-Podolsky-Rosen like situation; using Shannon’s measure of entropy.
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  4. Bo Lehnert & Sisir Roy (1997). Extended Electromagnetic Theory, Angular Momentum and the B (3) Field. Apeiron 4 (2-3):59.
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  5. Horst-Heino von Borzeszkowski & Sisir Roy (1992). Jordan-Fock Type Uncertainty Relations and Cut-Off Lengths in Quantum General Relativity. Foundations of Physics 22 (8):1079-1087.
    It is demonstrated that in quantized general relativity one is led to Jordan-Fock type uncertainty relations implying the occurrence of cut-off lengths. We argue that these lengths (i) represent limitations on the measurability of quantum effects of general relativity and (ii) provide a cut-off length of quantum divergences.
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