research-article Open Access Share on Resolution of the burrows-wheeler transform conjecture Authors: Dominik Kempa Johns Hopkins University, Baltimore, MD MDView Profile , Tomasz Kociumaka University California, Berkeley, CA CAView Authors Info & Claims Communications ACMVolume 65Issue 6June 2022 pp 91–98https://doi.org/10.1145/3531445Online:20 May 2022Publication History 0citation5,249Downloa...

In this paper, we establish two families of sharp geometric inequalities for closed hypersurfaces in space forms or other warped product manifolds. Both compare three distinct quantities. The first family concerns the k-th boundary momentum, area and weighted volume, has applications to Weinstock-type Steklov Wentzell eigenvalues on star-shaped mean convex domains. This generalizes main results...

Although the global human commensal Drosophila funebris (Fabricius) is well known and type species of genus Fallén, four native North American group have been poorly defined morphologically. D. macrospina limpiensis Patterson Wheeler newly recognized as a distinct from macrospina, with diagnostic morphological characters provided. The subspecies ohioensis Stalker synonymized under macrospina. S...

Abstract Joanne Wheeler and colleagues review the history of space sustainability challenges discuss urgent contemporary issues in effective environmental management

A significant variant selection is reported in isothermal martensite formed on the surface of an Fe-30% Ni sample. The selection phenomenon is modelled using different descriptions of the martensitic phase transformation. In particular, matrices based on the phenomenological theory of martensite crystallography, the Jaswon and Wheeler distortion, and the continuous face centred cubic-body centr...

We extend the interference in the phase-space algorithm of Wheeler and Schleich [W.P. Schleich and J.A. Wheeler, Nature 326, 574 (1987)] to the case of a compact, spherical topology in order to discuss the large j limits of the angular momentum marginal probability distributions. These distributions are given in terms of the standard rotation matrices. It is shown that the asymptotic distributi...