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... point · Oxidation state · Speed of sound; Thermal conductivity / expansion coefficient · Vapor pressure · Book · Category · Chemistry Portal · v · t · e. An extended periodic table theorises about chemical elements beyond those currently known ... nuclei, thus posing no obstacle to the further extension of the periodic system. partial differential equations, the existence of periodic solutions of nonlinear partial differential ... the fixed points of a given nonlinear mapping of an infinite dimensional function space ... and further extensions to monotone operators in Hilbert space were given in. Browder ... Expanding the inequality (lo), we find for t > 0 that.
Anomalous current in periodic Lorentz gases with infinite horizon (with Nikolai Chernov ), Russian Math. Surveys 64 (2009) 651-699. The diffusion coefficient for piecewise expanding maps of the interval with metastable states (with Paul Wright ), Stochastics and Dynamics 12 (2012) paper 1150005.
Let x ∈ [0, 1]. If the expansion of x, generated by Tr, is eventually periodic, ... expanding maps from the interval [0, 1] to itself, that leave the points 0 and. 1 fixed. to identify periodic points (see for example [Aki02, IR06]) and are associated to multiple tilings of a ... Figure 1. The angle doubling map and a geometric version of its natural extension. ... linear expanding interval maps with positive entropy.
PUZZLES OF QUASI-FINITE TYPE, ZETA FUNCTIONS AND SYMBOLIC DYNAMICS FOR MULTI-DIMENSIONAL MAPS by Jérôme BUZZI Abstract. — Entropy-expanding transformations deﬁne a class of smooth dy-namics generalizing interval maps with positive entropy and expanding maps. In this work, we build a symbolic representation of those dynamics in terms of puz- We also show that it is possible that all periodic points except one (and points with dense orbit) are contained in the (dense) set of endpoints. maximal entropy probability measure for partially hyperbolic diffeomorphisms which are semiconjugate to non-uniformly expanding maps. Using the theory of projective metrics on cones, we then prove
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