F eb 2 00 5 HIGHER MOMENTS OF NOISE
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1 F eb 2 00 6 Differential equations driven by Hölder continuous functions of order greater than 1 / 2
We derive estimates for the solutions to differential equations driven by a Hölder continuous function of order β > 1/2. As an application we deduce the existence of moments for the solutions to stochastic partial differential equations driven by a fractional Brownian motion with Hurst parameter H > 1 2 .
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Neutron Scattering measurements for YBa2Cu3O6.6 have identified small magnetic moments that increase in strength as the temperature is reduced below T ∗ and further increase below Tc. An analysis of the data shows the moments are antiferromagnetic between the Cu-O planes with a correlation length of longer than 195 Å in the a-b plane and about 35 Å along the c-axis. The origin of the moments is...
متن کاملar X iv : g r - qc / 0 50 20 34 v 1 9 F eb 2 00 5 The periodic standing - wave approximation : nonlinear scalar fields , adapted coordinates , and the eigenspectral method
The periodic standing wave (PSW) method for the binary inspiral of black holes and neutron stars computes exact numerical solutions for periodic standing wave spacetimes and then extracts approximate solutions of the physical problem, with outgoing waves. The method requires solution of a boundary value problem with a mixed (hyperbolic and elliptic) character. We present here a new numerical me...
متن کامل/ 05 01 06 5 v 2 4 F eb 2 00 5 Electromagnetic and Weak Moments of the τ - Lepton ∗
In the Standard Model (SM) [1] leptons are pointlike fermions. The magnetic moments are predicted with high precision by the theory and the electric dipole moments must be zero. The moments of the electron are measured with high precision [2] and found in perfect agreement with the predictions. For the muon magnetic moment a discrepancy of 2.7 standard deviations is found between recent measure...
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