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- Oxford University Press 2005; US$ 149.99
During the early part of the last century, Ferdinand Georg Frobenius (1849-1917) raised he following problem, known as the Frobenius Problem (FP): given relatively prime positive integers a1,...,an, find the largest natural number (called the Frobenius number and denoted by g(a1,...,an) that is not representable as a nonnegative integer combination... more...
- Cambridge University Press 2006; US$ 48.00
Provides an elementary but up-to-date introduction to the representation theory of algebras. more...
- Springer International Publishing 2015; US$ 89.99
Rich in examples and intuitive discussions, this book presents General Algebra using the unifying viewpoint of categories and functors. Starting with a survey, in non-category-theoretic terms, of many familiar and not-so-familiar constructions in algebra (plus two from topology for perspective), the reader is guided to an understanding and appreciation... more...
- Elsevier Science 2011; US$ 255.00
Most topics in near-ring and near-field theory are treated here, along with an extensive introduction to the theory. There are two invited lectures: ``Non-Commutative Geometry, Near-Rings and Near-Fields'' which indicates the relevance of near-rings and near-fields for geometry, while ``Pseudo-Finite Near-Fields'' shows the impressive power of model... more...
- Springer Berlin Heidelberg 2007; US$ 39.95
Formes sesquilinéaires et formes quadratiques Les Éléments de mathématique de Nicolas BOURBAKI ont pour objet une présentation rigoureuse, systématique et sans prérequis des mathématiques depuis leurs fondements. Ce neuvième chapitre du Livre d? Algèbre , deuxième Livre du traité, est consacré aux formes quadratiques, symplectiques ou hermitiennes... more...
- Birkhäuser Basel 2007; US$ 69.99
A functional identity (FI) can be informally described as an identical relation involving(arbitrary)elementsinaringtogetherwith(?unknown?)functions;more precisely,elementsaremultipliedbyvaluesoffunctions.ThegoalofthegeneralFI theory is to determine the form of these functions, or, when this is not possible, to determine the structure of the ring admitting... more...