Add to ORKGFrom an experimental-mathematical perspective we analyze "Ising-class" integrals. Our experimental results involved extreme-precision, multidimensional quadrature on intricate integrands; thus, highly parallel computation was required
This paper describes a scheme for rapidly computing numerical values of definite integrals to very h...
This paper is the short version of the larger (100 pages) version, available on \url{http://arxiv.or...
This paper describes a scheme for rapidly computing numerical values of definite integrals to very ...
From an experimental-mathematical perspective we analyse 'Ising-class' integrals. These are structur...
From an experimental-mathematical perspective we analyze"Ising-class" integrals. Our experimental re...
We apply experimental-mathematical principles to analyze certain integrals relevant to the Ising th...
One of the most effective techniques of experimental mathematics is to compute mathematical entities...
One of the most effective techniques of experimental mathematics is to compute mathematical entities...
One of the most effective techniques of experimental mathematics is to compute mathematical entities...
Abstract. One of the most effective techniques of experimental mathematics is to compute mathematica...
We apply experimental-mathematical principles to analyze the integrals [[unable to reproduce here]]....
Abstract: From an experimental-mathematical perspective we analyze “Ising-class ” integrals. These a...
One of the most effective techniques of experimental mathematics is to compute mathematical entities...
We apply experimental-mathematical principles to analyzecertain integrals relevant to the Ising theo...
(The following contains mathematical formula and symbols that may become distorted in ASCII text.) N...
This paper describes a scheme for rapidly computing numerical values of definite integrals to very h...
This paper is the short version of the larger (100 pages) version, available on \url{http://arxiv.or...
This paper describes a scheme for rapidly computing numerical values of definite integrals to very ...
From an experimental-mathematical perspective we analyse 'Ising-class' integrals. These are structur...
From an experimental-mathematical perspective we analyze"Ising-class" integrals. Our experimental re...
We apply experimental-mathematical principles to analyze certain integrals relevant to the Ising th...
One of the most effective techniques of experimental mathematics is to compute mathematical entities...
One of the most effective techniques of experimental mathematics is to compute mathematical entities...
One of the most effective techniques of experimental mathematics is to compute mathematical entities...
Abstract. One of the most effective techniques of experimental mathematics is to compute mathematica...
We apply experimental-mathematical principles to analyze the integrals [[unable to reproduce here]]....
Abstract: From an experimental-mathematical perspective we analyze “Ising-class ” integrals. These a...
One of the most effective techniques of experimental mathematics is to compute mathematical entities...
We apply experimental-mathematical principles to analyzecertain integrals relevant to the Ising theo...
(The following contains mathematical formula and symbols that may become distorted in ASCII text.) N...
This paper describes a scheme for rapidly computing numerical values of definite integrals to very h...
This paper is the short version of the larger (100 pages) version, available on \url{http://arxiv.or...
This paper describes a scheme for rapidly computing numerical values of definite integrals to very ...