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Selected Papers on Algebra and Topology by Garrett Birkhoff (Paperback, Softcover reprint of the original 1st ed. 1987)
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Selected Papers on Algebra and Topology by Garrett Birkhoff (Paperback, Softcover reprint of the original 1st ed. 1987)
Series: Contemporary Mathematicians
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The present volume of reprints are what I consider to be my most
interesting and influential papers on algebra and topology. To tie
them together, and to place them in context, I have supplemented
them by a series of brief essays sketching their historieal
background (as I see it). In addition to these I have listed some
subsequent papers by others which have further developed some of my
key ideas. The papers on universal algebra, lattice theory, and
general topology collected in the present volume concern ideas
which have become familiar to all working mathematicians. It may be
helpful to make them readily accessible in one volume. I have tried
in the introduction to each part to state the most significant
features of ea ch paper reprinted there, and to indieate later
developments. The background that shaped and stimulated my early
work on universal algebra, lattice theory, and topology may be of
some interest. As a Harvard undergraduate in 1928-32, I was
encouraged to do independent reading and to write an original
thesis. My tutorial reading included de la Vallee-Poussin's
beautiful Cours d'Analyse Infinitesimale, Hausdorff's Grundzuge der
Mengenlehre, and Frechet's Espaces Abstraits. In addition, I
discovered Caratheodory's 1912 paper "Vber das lineare Mass von
Punktmengen" and Hausdorff's 1919 paper on "Dimension und Ausseres
Mass," and derived much inspiration from them. A fragment of my
thesis, analyzing axiom systems for separable metrizable spaces,
was later published 2]. * This background led to the work
summarized in Part IV."
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