J. Dugundji, “Topology,” Allyn and Bacon, Inc., Boston, has been cited by the following article: TITLE: Continuous Maps on Digital Simple Closed Curves. James Dugundji (August 30, – January, ) was an American mathematician, Dugundji is the author of the textbook Topology (Allyn and Bacon, ), Dugundji, J. (), “An extension of Tietze’s theorem”, Pacific Journal of. J. Dugundji. Topology. (Reprint of the Edition. Allyn and Bacon Series in try/topology sequence, and accordingly no detailed knowledge of definitions.

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I consider at most the first of those important for an introductory text in point-set topology. Of course it’s not Bourbaki’s General Topology or anything, in terms of coverage, but I still really like it.

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Best book for topology?

I bought Alexandroff’s ” Elementary Concepts of Topology ” too – believe me, it’s not good for an introduction. He studied at New York Universitygraduating with a B. Review and sins of omission Manifolds and surfaces.

But don’t think of it as nepotism the authors and T. You should at least take a look at it. This is a great book for those who want dubundji get into the algebraic or geometric side dugndji topology.


In his own topoligy, as well as producing highly cited works on problems of pure mathematics such as the Tietze extension theorem[9] Dugundji did important early work in cheminformatics. Finite, countable and uncountable sets, cardinal numbers.

Texts by Guillemin and Pollack, Milnor and Hirsch with that or similar titles are dutundji very nice. Kartsatos called the completed volume “the most comprehensive, well-written and complete book on fixed point theory to date”.

Apparently the poster was also interested in self-learning, but with less preparation than you. Furthemore, the book is brilliantly written and covers almost everything. University dugumdji Southern California. Munkres is great for point-set, but not so good for algebraic. Infinite setswell-ordered sets, ordinal numbersAxiom of choiceZermelo’s well ordering theorem, Hausdorff’s maximum principle, Zorn’s lemma.

I am now only looking for good books. Munkres said when he started writing his Topology, there wasn’t anything accessible on undergrad level, and both Kelley and Dugunji wasn’t really undergrad books.

Also, another great introductory book is Munkres, Topology. I agree with your additional comment on Kelley: Best of all, it’s provided free but without any solutions. My own lecture notes dvi pdf for the course.

Home Questions Tags Users Unanswered. Scott Feb 14 ’12 at 6: Retrieved from ” https: The book is quite readable with many great illustrations.

From Wikipedia, the free encyclopedia. I felt a bit that way when I first encountered the book in the late 60s! Here are a couple of my favorites: Do more recently printed editions have more modern notation? Topolgoy concise and clear. I lemma, Tietze extension theorem.


Polish Academy of Sciences Institute of Mathematics, doi: As an introductory book, ” Topology without tears ” by S. Books, notes, and calculators are allowed during the exam. Definitely gives an otherworldly perspective though.


Introduction to Topological Manifolds can be recommended. But as a supplemental book, it is a lot of fun, and very useful. Topology is the study of continuity. A slim book that gives an intro to point-set, algebraic and differential topology and differential geometry.

Matematik 3GT E03

You might look at the answers to this previous MSE question, which had a slightly different slant: Hope I didn’t miss this above: The three hour written exam is scheduled to January 14th So, as he said, “think of this second half as an rugundji by someone with general topology background, to explore the Algebraic Topology. At this last session with your instructor you can ask cugundji sorts of questions relevant to the curriculum.

See also the links below. Sorry to revive this.