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Category: Mathematics
A Theory of Sets free download
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08.10.2008 22:05:55
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Author(s):
Anthony P. Morse
Publisher:
Academic
Date :
1986
Pages :
213
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PDF
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Language :
EN
ISBN-10 :
0125079524
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Here in a formal inferential system is ensconced an axiomatic logic and set theory. With rudiments and simple versatile prescriptions, ground is prepared for shaping a wide selection of formal inferential languages. Then upon this ground is fashioned a particular formal inferential language that is lean, mechanical, vigorous, and more than adequate for the purposes at hand. At the same time, within the language, on axiomatic foundations broadly and deeply laid, logic and set theory are deductively built in strikingly unified combination. The axioms are amenable to replacement of schematic expressions by almost any formula, guarantee a non-elemental universe, enable the set of x such that . . . x.. . to be defined, and ensure the elementhood of many sets. The set-theoretic structure is substantial, with numerous interesting topics, including the most essential ones, taken up and dealt with in efficient dependent order.’ The initial treatment of each is thoroughgoing, and, on occasion, new results are introduced.’ kltogether these topics provide a firm base and house a variety of useful tools for far-reaching mathematical theories. The system is described in spare and trenchant English which reflects the author’s endeavor each time to hit the nail on the head and drive it home with one stroke. Together with a scattering of similarly phrased informal interpretive asides, suggestive headings, and stage directions, the formal language then takes over the task of elucidating mathematical ideas. A title given to a section, subsection, rule, definition, or theorem hints at subjects entertained, roles played, historical origins, or mathematical emphasis. # Hardcover: 213pages # Publisher: Academic Pr; 2nd edition (April 1986) # Language: English # ISBN-10: 0125079524 # ISBN-13: 978-0125079525
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