Constructible Numbers
Constructible Number is a real number that is the length of a line segment obtainable by straightedge and compass constructions starting from a unit segment, distinguished by its expressibility through a finite sequence of quadratic extensions over the rational numbers.
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Criteria of constructibility for real numbers
John Myhill · Journal of Symbolic Logic · 1953 · 37 citations
Ramsey cardinals and constructibility
William Mitchell · Journal of Symbolic Logic · 1979 · 36 citations · Full text
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Harvard University Press
Cambridge, United States
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2 publications
110 citations
Columbia University
New York, United States
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1 publications
55 citations
Rockefeller University
New York, United States
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1 publications
36 citations
Yale University
New Haven, United States
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1 publications
37 citations
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3 publications · 128 citations
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PROC · 1 publications · 24 citations
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TRAN · 1 publications · 58 citations
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