Introduction to 3 manifolds jennifer schultens pages cm graduate studies in mathematics v 151 includes bibliographical references and index isbn 978 1 4704 1020 9 alk paper 1 topological manifolds 2 manifolds mathematics i title ii title introduction to three manifolds qa6132s35 2014 514 34 dc23 2013046541 copying . Graduate students and research mathematicians interested in low dimensional topology the present book is a mixture of an introductory text book on the geometric topological theory of 3 manifolds and a guide to some recent developments it contains a lot of information and is written in a nice and intuitive way which makes it pleasant to read. Introduction to 3 manifolds jennifer schultens graduatestudies in mathematics volume 151 american mathematical society providence rhode island contents preface ix chapter 1 perspectives on manifolds 1 11 topological manifolds 1 12 differentiable manifolds 7 13 oriented manifolds 10 14 triangulated manifolds 12 15 geometricmanifolds 21 16 connected sums 23 17 . Introduction to 3 manifolds is a mathematics book on low dimensional topology it was written by jennifer schultens and published by the american mathematical society in 2014 as volume 151 of their book series graduate studies in mathematics. This book grew out of a graduate course on 3 manifolds and is intended for a mathematically experienced audience that is new to low dimensional topology the exposition begins with the definition of a manifold explores possible additional structures on manifolds discusses the classification of surfaces introduces key foundational results for 3 manifolds and provides an overview of knot
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