The Foundations of Mathematics and Other Logical Essays, 5. köide
Psychology Press, 2000 - 292 pages
First published in 2000. Routledge is an imprint of Taylor & Francis, an informa company.
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MATHEMATICAL LOGIC 1926
ON A PROBLEM OF FORMAL LOGIC 1928
NOTE ON THE PRECEDING PAPER 1926
TRUTH AND PROBABILITY 1926
FURTHER CONSIDERATIONS 1928
LAST PAPERS 1929
CRITICAL NOTICE OF L WITTGENSTEINS
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adjective alternative analysis arguments assert atomic fact atomic functions atomic propositions atomic sentences Axiom of Infinity Axiom of Reducibility Caesar causal law chance classes combined consider consistency contain contradiction corresponding deduced define definition degree of belief difficulty distinction elementary function elementary propositions equivalent existential proposition explain express agreement false feeling finite number follows formal logic formula functions in extension functions of functions functions of individuals give given identity induction infinite instance involved J. M. Keynes Keynes logical constants logical sum mathematics meaning merely names objects occur partial belief philosophy possible predicative functions primary system Principia Mathematica probability propositional function question real numbers reason regard relation Russell Russell's secondary system seems sense sentence simply sort sub-class suppose tautology theorem theory things tions true truth truth-function truth-possibilities universe values variable hypothetical Wittgenstein