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Robert McNaughton

Biographic Data

ID5911514
NAMERobert McNaughton
GIVEN NAMESRobert
FAMILY NAMEMcNaughton
SIGNATUREMCNAUGHTON R
AFFILIATIONSUniversity of Michigan
VERIFIEDNo
TOTAL WORKS4
TOTAL CITATIONS3
WORKS AS AUTHOR4
WORKS AS EDITOR0
FIRST PUBLICATION YEAR1953
LATEST PUBLICATION YEAR1958
H-INDEX1
  • Introduction to Mathematical Logic. Volume I

    Robert McNaughton, Alonzo Church•ARTICLE•The Philosophical Review•1958

  • Conceptual Schemes in Set Theory

    Robert McNaughton•ARTICLE•The Philosophical Review•1957•Cited by: 1

  • Axiomatic Systems, Conceptual Schemes, and the Consistency of Mathematical Theories

    Open Access•Robert McNaughton•ARTICLE•Philosophy of Science•1954

    Lately, an increased interest in formal devices has led to an attempt on the part of some mathematicians to do without those aspects of mathematics which require intuition. One consequence of this movement has been a new conception of pure mathematics as a science of axiomatic systems. According to this conception, there is no reality beyond an axiomatic system which the statements of mathematics are about; the fact that a statement is a theorem …

  • A Metrical Concept of Happiness

    Robert McNaughton•ARTICLE•Philosophy and Phenomenological…•1953•Cited by: 2

  • A Metrical Concept of Happiness

    Robert McNaughton•ARTICLE•Philosophy and Phenomenological…•1953•Cited by: 2

  • Conceptual Schemes in Set Theory

    Robert McNaughton•ARTICLE•The Philosophical Review•1957•Cited by: 1

  • A Metrical Concept of Happiness

    Robert McNaughton•ARTICLE•Philosophy and Phenomenological…•1953•Cited by: 2

  • Axiomatic Systems, Conceptual Schemes, and the Consistency of Mathematical Theories

    Open Access•Robert McNaughton•ARTICLE•Philosophy of Science•1954

    Lately, an increased interest in formal devices has led to an attempt on the part of some mathematicians to do without those aspects of mathematics which require intuition. One consequence of this movement has been a new conception of pure mathematics as a science of axiomatic systems. According to this conception, there is no reality beyond an axiomatic system which the statements of mathematics are about; the fact that a statement is a theorem …

  • Conceptual Schemes in Set Theory

    Robert McNaughton•ARTICLE•The Philosophical Review•1957•Cited by: 1

  • Introduction to Mathematical Logic. Volume I

    Robert McNaughton, Alonzo Church•ARTICLE•The Philosophical Review•1958

Epistemology (4 works) · Philosophy (4 works) · Computer Science (3 works) · Contemporary philosophy (2 works) · Logic, Reasoning, and Knowledge (2 works) · Mathematical economics (2 works) · Mathematics (2 works) · Advanced Algebra and Logic (1 work) · Aesthetics (1 work) · Analytic philosophy (1 work)

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