Publisher Summary This chapter describes the computational methods in the study of
permutation groups. It is useful to extend the determination of the primitive groups of low degree. …

Research in computational group theory, an active subfield of computational algebra, has
emphasised three areas: finite permutation groups, finite solvable groups, and finitely …

Using data from a US national probability sample of self-identified lesbian, gay, and
bisexual adults (N = 662), this article reports population parameter estimates for a variety of …

Fresh strawberries (Fragaria x ananassa) are valued for their characteristic red color, juicy
texture, distinct aroma, and sweet fruity flavor. In this study, genetic and environmentally …

The group G of the title is obtained as a primitive permutation group of degree 100 in which
the stabilizer of a point has orbits of lengths 1, 22 and 77 and is isomorphic to the Mathieu …

In many flowering plants, such as petunia (Petunia × hybrida), ethylene produced in floral
organs after pollination elicits a series of physiological and biochemical events, ultimately …

BACKGROUND: Tomatoes contain high levels of several carotenoids including lycopene and
β‐carotene. Beyond their functions as colorants and nutrients, carotenoids are precursors …

A study was conducted to determine the effect of processing method on the phenol composition
and color of wines and juices from Cabernet Sauvignon (Vitis vinifera), Chambourcin (…

The purpose of this paper is to provide an introduction to some computational techniques
which have proved useful in the study of large permutation groups. In particular they have …

The frequency of infections by Candida species is increasing worldwide, with candidemia
representing the fourth most common bloodstream infection in the US The risk of infection is …