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Richard A Mould

Biographic Data

ID5969643
NAMERichard A Mould
GIVEN NAMESRichard A
FAMILY NAMEMould
SIGNATUREMOULD R A
AFFILIATIONSYale University
VERIFIEDNo
TOTAL WORKS1
TOTAL CITATIONS1
WORKS AS AUTHOR1
WORKS AS EDITOR0
FIRST PUBLICATION YEAR1957
LATEST PUBLICATION YEAR1957
H-INDEX1
  • Relativity

    Open Access•Henry Margenau, Richard A Mould•ARTICLE•Philosophy of Science•1957•Cited by: 1•References: 2

    This paper is the forerunner of an extensive logical analysis of the relativity idea, in which an axiomatic structure based upon the principles of topology is developed. It is meant to expose the manner in which relativity stretches from the pole of pure conception to that of factual observation, from the a priori to the a posteriori. We take pains to show, in connection with special relativity, precisely which elements are postulational and whic…

  • Relativity

    Open Access•Henry Margenau, Richard A Mould•ARTICLE•Philosophy of Science•1957•Cited by: 1•References: 2

    This paper is the forerunner of an extensive logical analysis of the relativity idea, in which an axiomatic structure based upon the principles of topology is developed. It is meant to expose the manner in which relativity stretches from the pole of pure conception to that of factual observation, from the a priori to the a posteriori. We take pains to show, in connection with special relativity, precisely which elements are postulational and whic…

  • Relativity

    Open Access•Henry Margenau, Richard A Mould•ARTICLE•Philosophy of Science•1957•Cited by: 1•References: 2

    This paper is the forerunner of an extensive logical analysis of the relativity idea, in which an axiomatic structure based upon the principles of topology is developed. It is meant to expose the manner in which relativity stretches from the pole of pure conception to that of factual observation, from the a priori to the a posteriori. We take pains to show, in connection with special relativity, precisely which elements are postulational and whic…

A priori and a posteriori (1 work) · Axiom (1 work) · Calculus (dental) (1 work) · Computer Science (1 work) · Connection (principal bundle) (1 work) · Einstein (1 work) · Epistemology (1 work) · Geometry (1 work) · History and Theory of Mathematics (1 work) · Mathematical Physics (1 work)

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