Textbooks in Algebra, Number Theory & Related Topics by World Scientific Publishing Co Pte Ltd

More catalogs by World Scientific Publishing Co Pte Ltd | Textbooks in Algebra, Number Theory & Related Topics | 4 pages | 2018-11-20

Ads

Contacts for World Scientific Publishing Co Pte Ltd

World Scientific Publishing Co Pte Ltd

World Scientific Publishing Co., Inc.
New Jersey Office
27 Warren Street, Suite 401-402
Hackensack, NJ 07601
USA
Tel: 1-201-487-9655
Fax: 1-201-487-9656
E-mail: sales@wspc.com

California Office
490 Lake Park Ave #10346
Oakland, CA 94610,
USA

Catalog Textbooks in Algebra, Number Theory & Related Topics

Textbooks in Algebra, Number Theory & Related Topics is listed under these categories

Education > Books

Featured catalog pages of Textbooks in Algebra, Number Theory & Related Topics

textbooks in algebra number theory related topics request for an inspection copy http bit.ly/ws-inspectioncopy a graduate course in algebra in 2 volumes a walk through combinatorics 4th edition by ioannis farmakis martin moskowitz city university of new york usa an introduction to enumeration and graph theory this comprehensive two-volume book deals with algebra broadly conceived volume 1 chapters 1 – 6 comprises material for a first year graduate course in algebra offering the instructor a number of options in designing such a course volume 1 provides as well all essential material that students need to prepare for the qualifying exam in algebra at most american and european universities volume 2 chapters 7 – 13 forms the basis for a second year graduate course in topics in algebra as the table of contents shows that volume provides ample material accommodating a variety of topics that may be included in a second year course to facilitate matters for the reader there

textbooks in algebra number theory related topics principles and techniques in combinatorics by chen chuan-chong koh khee-meng nus singapore contains 500 combinatorial problems the materials are presented very explicitly so that students will find it very easy to read contents permutations and combinations binomial coefficients and multinomial coefficients the pigeonhole principle and ramsey numbers the principle of inclusion and exclusion generating functions recurrence relations readership undergraduates 312pp jul 1992 978-981-02-1139-4pbk us$39 £32 a first look at graph theory by john clark derek allan holton university of otago new zealand used at university of minnesota university of otago uc santa cruz and more this book is intended to be an introductory text for mathematics and computer science students at the second and third year levels in universities it gives an introduction to the subject with sufficient theory for students at those levels with emphasis on algorithms

textbooks in algebra number theory related topics analytic number theory a course on abstract algebra 2nd edition an introductory course reprinted 2009 by paul t bateman harold g diamond university of illinois at urbana-champaign by minking eie shou-te chang national chung cheng university taiwan used at university of illinois urbanachampaign university of british columbia and more uses straightforward and simple english “this is a nice introductory book on analytic number theory for students there are various exercises throughout the entire book moreover at the end of each chapter historical backgrounds and developments of each particular subject or theorem are given together with references.” mathematical reviews readership graduate students academics and researchers 376pp sep 2004 978-981-238-938-1 us$110 £91 978-981-256-080-3pbk us$28 £25 nov 2017 us$88 £77 by wu-yi hsiang uc berkeley hong kong university of science and technology this book is a concise

textbooks in algebra number theory related topics crystal bases a course in linear algebra with applications 2nd edition  representations and combinatorics by daniel bump stanford anne schilling uc davis by derek j s robinson university of illinois at urbana-champaign usa  first textbook that approaches crystal base theory solely from the combinatorial perspective this book approaches the subject directly from combinatorics building crystals through stembridge local axioms and virtual crystals it also emphasizes parallels between the representation theory of the symmetric and general linear groups and phenomena in combinatorics the combinatorial approach is linked to representation theory through the analysis of demazure crystals the relationship of crystals to tropical geometry is also explained presupposing no knowledge beyond calculus this book provides a thorough treatment of all the basic concepts such as vector space linear transformation and inner product the