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Continuity of the Lyapunov Exponent for analytic quasi-perodic cocycles with singularities
the Lyapunov Exponent analytic quasi-perodic cocycles singularities Harper's model
2011/7/29
Abstract: We prove that the Lyapunov exponent of quasi-periodic cocyles with singularities behaves continuously over the analytic category. We thereby generalize earlier results, where singularities w...
What is perhaps most intriguing about de Broglie’s statement is the last line in which he suggests that a proper rendering of physical reality requires some ‘indefinable fusion’ of the continuous and ...
Figure "8" gravitational-wave antenna using a superconducting-core coaxial cable: Continuity equation and its superluminal consequences
General Relativity and Quantum Cosmology(gr-qc) Quantum Physics(quant-ph)
2010/11/9
A novel gravitational-wave antenna is proposed based on the prediction that supercurrents induced by gravitational waves in a superconductor that is bent into the shape of a figure "8" will couple eff...
Figure "8" gravitational-wave antenna using a superconducting-core coaxial cable: Continuity equation and its superluminal consequences
antenna superconducting-core coaxial cabl Continuity equation superluminal consequences
2010/12/20
In our Prague paper [1], we predicted that the Cooper pairs will respond to a gravitational (GR) wave di erently from the ions of the ionic lattice of a superconductor (SC), because there exists a glo...
Properties and upper continuity bounds of relative $q$-entropy for $1
Properties upper continuity bounds relative $q$-entropy $1
2010/11/9
The notion of quantum Tsallis relative $q$-entropy is extended to values $q>1$ in the finite-dimensional context. We examine basic properties including their treatment in the singular case. The nonneg...