
Barry Dayton Charles Weibel (auth.) J. F. Jardine V. P. Snaith (eds.)
Click on cover to enlarge.
12  14Hours to read
Vote for LibDL
در نهمین جشنواره وب ایران از لیبدیال حمایت کنید!
رای دهید ♥Algebraic KTheory: Connections with Geometry and Topology
by Barry Dayton , Charles Weibel (auth.) , J. F. Jardine , V. P. Snaith (eds.)

Persian Title: جبری Kتئوری: ارتباط با هندسه و توپولوژی

Summary and Info
A NATO Advanced Study Institute entitled "Algebraic Ktheory: Connections with Geometry and Topology" was held at the Chateau Lake Louise, Lake Louise, Alberta, Canada from December 7 to December 11 of 1987. This meeting was jointly supported by NATO and the Natural Sciences and Engineering Research Council of Canada, and was sponsored in part by the Canadian Mathematical Society. This book is the volume of proceedings for that meeting. Algebraic Ktheory is essentially the study of homotopy invariants arising from rings and their associated matrix groups. More importantly perhaps, the subject has become central to the study of the relationship between Topology, Algebraic Geometry and Number Theory. It draws on all of these fields as a subject in its own right, but it serves as well as an effective translator for the application of concepts from one field in another. The papers in this volume are representative of the current state of the subject. They are, for the most part, research papers which are primarily of interest to researchers in the field and to those aspiring to be such. There is a section on problems in this volume which should be of particular interest to students; it contains a discussion of the problems from Gersten's wellknown list of 1973, as well as a short list of new problems.
Review and Comments
Rate the Book
Algebraic KTheory: Connections with Geometry and Topology 0 out of 5 stars based on 0 ratings.
Your Rating: ☆☆☆☆☆★★★★★
Your Rating: ☆☆☆☆☆★★★★★
دانلود رایگان
EBOOK File
Instant Download
دسترسی به لیب دی ال مخصوص کاربران ایرانی است. لیب دی ال نیاز به تایید هویت شما جهت ارائه لینک دانلود دارد. لطفا
اینجا
را کلیک کنید و با پاسخ به یک سوال، هویت خود را تایید نمایید.