Fast Langevin based algorithm for MCMC in high dimensions

As announced in Subsection 2.2, percolation by k-alternation of the two-type Boolean model in the supercritical case will be proved by embedding in the model a

curse of dimensionality, multidimensional function, multidimensional operator, algorithms in high dimensions, separation of variables, separated representation, alternating

The first intrisincally rotating black holes, now known as warped AdS 3 black holes [2], were constructed as solutions to topologically massive gravity [3] in [4], and then

In figure 3 we have plotted the corrected width as a function of time. Quite good scaling behavior is found up to a point where saturation effects come into play. The effective

With this formalism, we calculate the distribution of transverse momenta of a beam as it evolves along the optical axis, and unveil a phenomenon not captured by the paraxial equation:

We propose a simulation- based methodology to estimate and compare MCMC’s performance, using a Kullback divergence criterion requiring an estimate of the entropy of the

In this paper we describe a high order spectral algorithm for solving the time-harmonic Navier equations in the exterior of a bounded obstacle in three space dimensions, with

a representation space of the Poincare group) is obtained by the choice of a Poincare invariant metric (determined by the statistics) on the tensor product