Undergraduate Topology, 9780198702344
Paperback
Build topological understanding: accessible theory, examples, and guided self-discovery.

Undergraduate Topology

a working textbook

$145.25

  • Paperback

    160 pages

  • Release Date

    3 September 2014

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Summary

Topology: A Self-Guided Journey for Undergraduates

This textbook provides an accessible and modern introduction to general, point-set, or analytic topology at the undergraduate level. It’s designed to empower students to actively construct their understanding of the theory.

Drawing on years of university teaching experience and research in analytic topology, this book emphasizes building mathematical thinking skills. Point-set topology requires minimal prior knowledge, but d…

Book Details

ISBN-13:9780198702344
ISBN-10:0198702345
Author:Aisling McCluskey, Brian McMaster
Publisher:Oxford University Press
Imprint:Oxford University Press
Format:Paperback
Number of Pages:160
Release Date:3 September 2014
Weight:288g
Dimensions:234mm x 177mm x 10mm
What They're Saying

Critics Review

The text offers a step-by-step learning with motivation, help and guidance; lucidity takes priority over elegant prose … in only 144 pages, the excellent book covers most of the topics that a well-read graduate student is expected to know in basic general topology. * Peter Shiu, Mathematical Gazette *General Topology is a vast fundamental domain of mathematics. Its basic concepts, and central ideas of convergence and continuity, are connected by a multitude of links to practically every domain of mathematics. This makes writing a reasonably balanced undergraduate textbook on General Topology a formidable task. The authors have resoundingly accomplished this task in the creation of a unique textbook, less than 150 pages long, which offers the core basics of General Topology in a manner that allows instructor and student alike to take an active and insightful approach to their teaching and learning. Even more, students can select their own measure of initiative and creativity as they proceed. * A. V. Arhangel’skii, Ohio University *This approachable and engaging book should help students gain confidence and practice in building mathematical theory by themselves. * Stephen Watson, York University Toronto *This text marks a timely addition to the literature; it provides a rich resource and opportunity for the contemporary student to learn deeply, to learn as a âworkingâ mathematician, to learn by doing mathematics … That learning is cleverly and subtly supported throughout by the text’s novel and engaging presentation. * Jan van Mill, University of Amsterdam *

About The Author

Aisling McCluskey

Aisling McCluskey graduated at Queen’s University Belfast with a doctorate in Pure Mathematics (topology) in 1990 and subsequently was awarded a postdoctoral fellowship in Toronto in 1991. She was appointed to a permanent lectureship in Mathematics in the National University of Ireland (NUI), Galway, Ireland in January 1992. Since then, she has established a meaningful and rewarding academic career, maintaining an active research profile in the field whilst holding the teaching and learning of mathematics central to her academic endeavour. In recent years, her research interests have diversified into undergraduate mathematics education. She was awarded an institutional award in 2008 for excellence in teaching and then a national award in 2009 across all higher education institutions in Ireland.

Brian McMaster studied at Queen’s University Belfast, graduating with a PhD in 1972, and has served his alma mater department in various capacities including those of Adviser of Studies, Head of Research and Associate Director of Education. His publication profile covers over sixty refereed journal articles, mostly in the area of general topology but incorporating applications in disciplines as diverse as probabilistic metric spaces and decision support theory. He is presently formally retired but continues to deliver a full undergraduate teaching load on a voluntary basis, following his lifelong commitment to and passion for communicating mathematics to students. His teaching interests focus around analysis (real and complex) and set theory and their development into various fields especially that of analytic topology.

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