Title Synthetic differential topology / Marta Bunge, McGill University, Montréal ; Felipe Gago, Universidade de Santiago de Compostela, Spain ; Ana María San Luis, Universidad de Oviedo, Spain.

Publication Info.	Cambridge : Cambridge University Press, 2018.
	©2018

Online access
Online ebook via EBSCO. Access restricted to current Rider University students, faculty, and staff.
Instructions for reading/downloading the EBSCO version of this ebook

Item Status

Description	1 online resource (223 pages)
Series	London Mathematical Society Lecture Note Series ; 448
	London Mathematical Society lecture note series ; 448.
Summary	Represents the state of the art in the new field of synthetic differential topology.
Bibliography	Includes bibliographical references and index.
Contents	Topos theory -- Synthetic differential geometry -- The Ambrose-Palais-Singer theorem in SDG -- Calculus of variations in SDG -- Local concepts in SDG -- Synthetic differential topology -- Stable mappings and Mather's theorem in SDT -- Morse theory in SDT -- Well adapted models of SDT -- An application to unfoldings -- The Dubuc Topos G -- G as a model of SDT.
Local Note	eBooks on EBSCOhost EBSCO eBook Subscription Academic Collection - North America
Subject	Differential topology.
	Geometry, Differential.
	Mappings (Mathematics)
	MATHEMATICS -- Topology.
	Topología diferencial
	Geometría diferencial
	Differential topology
	Geometry, Differential
	Mappings (Mathematics)
Added Author	Gago Couso, Felipe, author.
	San Luis Fernández, Ana María, author.
Other Form:	Print version: Bunge, M. (Marta). Synthetic differential topology. Cambridge : Cambridge University Press, 2018 9781108447232 (DLC) 2017053760 (OCoLC)1012750109
ISBN	9781108563352 (electronic bk.)
	110856335X (electronic bk.)
	9781108447232 (paperback)
	1108447236 (paperback)
	9781108553490
	1108553494