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In this paper probability measures on streams (e.g. on hypernumbers and p-adic numbers) are defined. Then it is shown that these probabilities can be used for simulations of reflexive games. In particular, it can be proved that Aumann's Agreement Theorem does not hold for these probabilities....
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Key Features:Unique representation of current state-of-the-art in unconventional and nature-inspired computing; comprehensive and self-contained overviews of advanced prototypes of biologically inspired computing devices and road formations and evolutionStrong topical appeal to general audience;...
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