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On Exponential Decay and the Riemann Hypothesis
"... ABSTRACT. A Riemann operator is constructed in which sequential elements are removed from a decaying set by means of prime factorization, leading to a form of exponential decay with zero degeneration, referred to as the root of exponential decay. A proportionate operator is then constructed in a sim ..."
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ABSTRACT. A Riemann operator is constructed in which sequential elements are removed from a decaying set by means of prime factorization, leading to a form of exponential decay with zero degeneration, referred to as the root of exponential decay. A proportionate operator is then constructed in a
EXPONENTIAL DECAY OF LEBESGUE NUMBERS
"... Abstract. We study the exponential rate of decay of Lebesgue numbers of open covers in topological dynamical systems. We show that topological entropy is bounded by this rate multiplied by dimension. Some corollaries and examples are discussed. 1. ..."
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Abstract. We study the exponential rate of decay of Lebesgue numbers of open covers in topological dynamical systems. We show that topological entropy is bounded by this rate multiplied by dimension. Some corollaries and examples are discussed. 1.
Backward Inducing and Exponential Decay of
, 1844
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m0.tex.bakrw  i armando visit 124536 Aug 25 20:20 arm00.texrwr r i armando visit 1844 Jan 9 13:21 arml.auxrwr r i armando visit 1895 Jan 9 13:21 arml.bblrwr r i armando visit 816 Jan 9 13:21 arml.blgrwr r i armando visit 98152 Jan 9 13:22 arml.dvirwr r i armando visit 6271 Jan 9 13:22 arml.log rwr r i armando visit 67730 Jan 9 13:22 arml.texrwr r i armando visit 511351 Jul 4 2000 art0.psrw  i armando visit 122226 Jan 9 13:22 art0.texrwr r i armando visit 121279 Jan 9 13:22 art00.texrwr r 1 armando visit 108887 Jan 9 13:22 artl.texrwr r i armando visit 1781 Jan 5 12:37 art2.bblrwr r i armando visit 815 Jan 5 12:37 art2.blgrwr r 1 armando visit 5526 Jan 5 12:37 art2.1ogrwr r i armando visit 50365 Jan 9 13:22 art2.texrwr r i armando visit 43005 Jan 5 12:37 art2.texrwr r i armando visit 42894 Jan 5 12:37 art2.texrwr r i armando visit 55174 Jan 9 13:22 art3.texrwr r i armando visit 137094 Jan 9 13:22 artigo.tex rwr r i armando visit 108935 Jan 9 13:
Existence and Exponential Decay in Nonlinear Thermoelasticity
"... We consider the nonlinear thermoelastic equations and we prove the global existence of smooth solution for small data (u 0 ; u 1 ) in H (0; L). That is third order derivative of u 0 and the second order derivative of u 1 can be large. As a consequence of our method we get the exponential decay o ..."
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Cited by 3 (1 self)
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We consider the nonlinear thermoelastic equations and we prove the global existence of smooth solution for small data (u 0 ; u 1 ) in H (0; L). That is third order derivative of u 0 and the second order derivative of u 1 can be large. As a consequence of our method we get the exponential decay
Spectral gap and exponential decay of correlations
 Comm. Math. Phys
"... We study the relation between the spectral gap above the ground state and the decay of the correlations in the ground state in quantum spin and fermion systems with shortrange interactions on a wide class of lattices. We prove that, if two observables anticommute with each other at large distance, ..."
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Cited by 35 (3 self)
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, then the nonvanishing spectral gap implies exponential decay of the corresponding correlation. When two observables commute with each other at large distance, the connected correlation function decays exponentially under the gap assumption. If the observables behave as a vector under the U(1) rotation of a global
Results 1  10
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4,163