In mathematics, a quasirandom group is a group that does not contain a large product-free subset. Such groups are precisely those without a small non-trivial irreducible representation. The namesake of these groups stems from their connection to graph theory: bipartite Cayley graphs over any subset of a quasirandom group are always bipartite quasirandom graphs.
In mathematics, a quasirandomgroup is a group that does not contain a large product-free subset. Such groups are precisely those without a small non-trivial...
regularity lemma for graphs. In 2005, he introduced the notion of a quasirandomgroup. More recently, Gowers has worked on Ramsey theory in random graphs...
"First-principles study of configurational disorder in B4C using a superatom-special quasirandom structure method". Phys. Rev. B. 90 (2): 024204. arXiv:1508.07786. Bibcode:2014PhRvB...
Sobol’ sequence. The Sobol’ Quasirandom Sequence, code for C++/Fortran 90/Matlab/Python by J. Burkardt "Numerical Algorithms Group". Nag.co.uk. 2013-11-28...
more milestones in areas that improve the connectivity of the roadmap. Quasirandom samples typically produce a better covering of configuration space than...
(1983). In 1990, Zunger and colleagues at NREL proposed the special quasirandom structures approach to generate disordered structures of solid-state...
solution by the use of so-called low-discrepancy sequences, also called quasirandom numbers. Such sequences have a definite pattern that fills in gaps evenly...
cannot. The hypothesized source for these neologisms is “a device which quasirandomly combines English phonemes in a phonotactically regular way.” A neologistic...
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