This book contains recent and exciting developments on the structure of moduli spaces, with an emphasis on the algebraic structures that underlie this structure. Topics covered include Hilbert schemes of points, moduli of instantons, coherent sheaves and their derived categories, moduli of flat connections, Hodge structures, and the topology of affine varieties. Two beautiful series of lectures are a particularly fine feature of the book. One is an introductory series by Manfred Lehn on the topology and geometry of Hilbert schemes of points on surfaces, and the other, by Hiraku Nakajima and Kota Yoshioka, explains their recent work on the moduli space of instantons over ${\mathbb R 4$. The material is suitable for graduate students and researchers interested in moduli spaces in algebraic geometry, topology, and mathematical physics.
Volume Two of this retrospective bibliography is both a continuation and an expansion of Volume One (1984). It contains references to Canadian medical-historical literature published between 1984 and 1998, and also includes much additional material published prior to 1984. Finally, it substantially enlarges the content of French-language material. Every effort has been made to be as inclusive as possible of articles, theses, book chapters and books, both in English and in French, relating to the history of medicine. No single electronic source can replace this bibliography. The contents are divided into three sections. The first is a listing of material expressly biographical. Section two lists material under a wide variety of subject headings related to medicine, and the third is a complete listing of the authors who have contributed these articles. Simply organized and easy to use, this bibliography will be of value to historians, archivists, librarians, and anyone interested in the history of medicine.
Jews and French Quebecers recounts a saga of intense interest for the whole of Canada, let alone societies elsewhere. This work, now translated into English, represents the viewpoints of two friends from differing cultural and religious traditions. One is a French Quebecer and a Christian; the other is Jewish and also calls Quebec his home. Both men are bilingual. Jacques Langlais and David Rome examine the merging — through alterations of close co-operation and socio-political clashes — of two Quebec ethno-cultural communities: one French, already rooted in the land of Quebec and its religio-cultural tradition; the other, Jewish, migrating from Europe through the last two centuries, equally rooted in its Jewish-Yiddish tradition. In Quebec both communities have learned to build and live together as well as to share their respective cultural heritages. This remarkable experience, two hundred years of intercultural co-vivance, in a world fraught with ethnic tensions serves as a model for both Canada and other countries.
When asked, "Where is Murray Bay?" US President Taft always replied, "Murray Bay is a state of mind." For over two hundred years the Charlevoix region has played host to some of the world's most famous and adventurous travellers. Considered the "Newport" of Canada, Charlevoix has been a meeting place for rural French Canadians and urban English-speaking visitors.
This invaluable volume is a collection of articles in memory ofJacques-Louis Lions, a leading mathematician and the founder of theContemporary French Applied Mathematics School. The contributions havebeen written by his friends, colleagues and students, including CBardos, A Bensoussan, S S Chern, P G Ciarlet, R Glowinski, Gu Chaohao, B Malgrange, G Marchuk, O Pironneau, W Strauss, R Temam, etc
In addition to Cartier's Voyages, a slightly amended version of H.P. Biggar's 1924 text, the volume includes a series of letters relating to Cartier and the Sieur de Roberval, who was in command of cartier on the last voyage. Many of these letters appear for the first time in English.
This book contains recent and exciting developments on the structure of moduli spaces, with an emphasis on the algebraic structures that underlie this structure. Topics covered include Hilbert schemes of points, moduli of instantons, coherent sheaves and their derived categories, moduli of flat connections, Hodge structures, and the topology of affine varieties. Two beautiful series of lectures are a particularly fine feature of the book. One is an introductory series by Manfred Lehn on the topology and geometry of Hilbert schemes of points on surfaces, and the other, by Hiraku Nakajima and Kota Yoshioka, explains their recent work on the moduli space of instantons over ${\mathbb R 4$. The material is suitable for graduate students and researchers interested in moduli spaces in algebraic geometry, topology, and mathematical physics.
This will help us customize your experience to showcase the most relevant content to your age group
Please select from below
Login
Not registered?
Sign up
Already registered?
Success – Your message will goes here
We'd love to hear from you!
Thank you for visiting our website. Would you like to provide feedback on how we could improve your experience?
This site does not use any third party cookies with one exception — it uses cookies from Google to deliver its services and to analyze traffic.Learn More.