More catalogs by World Scientific Publishing Co Pte Ltd | New in Algebra, Number Theory & Combinatorics - May 2018 | 4 pages | 2018-11-20

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new in algebra number theory combinatorics crystal bases representations and combinatorics a graduate course in algebra in 2 volumes by daniel bump stanford anne schilling uc davis by ioannis farmakis martin moskowitz city university of new york usa â€œthe introduction to crystal bases given in this book is accessible to graduate students and researchers its combinatorial approach is reader-friendly and invites the reader to get involved either working on the exercises listed at the end of each chapter or by playing with the computational implementation on freelyavailable software sage in this case where the authors have many built-in accessible examples and some algorithms for specific crystal bases.â€ maa reviews â€œthe authors have taken pains to make the book readable and student friendly with clear writing and good examples an unusual and very nice feature of the book is the breadth of topics covered and the inclusion of interesting side issues that illustrate the

new in algebra number theory combinatorics grÃ¶bnerâ€“shirshov bases category theory and applications normal forms combinatorial and decision problems in algebra a textbook for beginners by leonid bokut sobolev institute of mathematics russia yuqun chen south china normal university china kyriakos kalorkoti informatics forum scotland pavel kolesnikov sobolev institute of mathematics russia the book is about associative lie and other algebras groups semigroups presented by generators and defining relations they play a great role in modern mathematics it is enough to mention the quantum groups and hopf algebra theory the kac â€“ moody and borcherds algebra theory the braid groups and hecke algebra theory the coxeter groups and semisimple lie algebra theory the plactic monoid theory one of the main problems for such presentations is the problem of normal forms of their elements classical examples of such normal forms give the poincarÃ© â€“ birkhoff â€“ witt

new in algebra number theory combinatorics number theory and its applications ii by hailong li weinan normal university china fuhuo li sanmenxia suda transportation energy saving technology co ltd china nianliang wang shangluo university china shigeru kanemitsu kyushu institute of technology japan this book aims to give a smooth analytic continuation from basic subjects including linear algebra group theory hilbert space theory etc to number theory with plenty of practical examples and workedout exercises and the scope ranging from these basic subjects made applicable to number-theoretic settings to advanced number theory this book can then be read without tears it will be of immense help to the reader to acquire basic sound skills in number theory and its applications it is extremely reader-friendly while keeping the rigor of serious mathematics and in-depth analysis of practical applications to various subjects including control theory and pseudo-random number generation

new in algebra number theory combinatorics zeta functions of reductive groups and their zeros by lin weng kyushu university japan 556pp 978-981-3231-52-8 us$168 Â£148 lipschitz algebras 2nd edition by nik weaver washington university in st louis 340pp 978-981-4740-63-0 us$118 Â£98 nearrings nearfields and related topics edited by kuncham syam prasad kedukodi babushri srinivas panackal harikrishnan manipal university india bhavanari satyanarayana acharya nagarjuna university india 324pp 978-981-3207-35-6 us$128 Â£106 an introduction to non-abelian class field theory automorphic forms of weight 1 and 2-dimensional galois representations by toyokazu hiramatsu hosei university japan seiken saito waseda university japan 188pp 978-981-3142-26-8 us$98 Â£81 an introduction to applied matrix analysis contemporary developments in finite fields and applications by xiao qing jin seak-weng vong university of macau china 144pp 978-981-4749-46-6 us$48 Â£40 lecture notes on