Results 71 to 80 of about 169 (107)
On Equipollence and Opposition Between Connective-Conditional Propositions [PDF]
Synthese Historical Library, 1973 What we did until now is to give a general classification of conditional propositions. We did not classify separative propositions according to whether they are compounded of predicative or mixed, namely predicative and conditional, propositions; or of two or more than two parts.
Nabil Shehaby, Shehaby Nabil
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Some improvements of the equipollence results [PDF]
Colloquium Publications, 1987 Steven Givant, Alfred Tarski
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Sextus Empiricus on Persuasiveness and Equipollence [PDF]
, 2014 Svavar Hrafn Svavarsson
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Against Pyrrhonian Equipollence [PDF]
, 2008 The production of equipollence is the most important part of the Pyrrhonian skeptic's method for bringing about the suspension of judgment. The skeptic produces equipollence methodically, by opposing arguments, propositions, or appearances, in anyway whatsoever, until he produces an equality of 'weightiness' on both sides of the conflicting views ...
Button, John Everett
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On the Opposition Between Separative- and Connective-Conditional Propositions and the State of Their Equipollence [PDF]
Synthese Historical Library, 1973 Nabil Shehaby, Shehaby Nabil
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The relative equipollence of ℒ and ℒ⁺, and the formalization of set theory in ℒ^{×} [PDF]
Colloquium Publications, 1987 Steven Givant, Alfred Tarski
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The formalism ℒ⁺ without variables and the problem of its equipollence with ℒ [PDF]
Colloquium Publications, 1987 Steven Givant, Alfred Tarski
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On the Equipollence of Lx ̳and Lxr̳̳ [PDF]
, 2018 In this paper the deductive systems Lx and Lxr from [Tarski, Givant (1987)] are shown to be equipollent. Following [Tarski, Givant (1987)], a third deductive system, Lxs , is defined. It is then noted that Lxs is an extension of both Lx and Lxr , thus showing that Lx and Lxr are no stronger than Lxs .
Zick, Timothy
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Tracing the Origins of Leibniz’s Principle of the Equipollence of Hypotheses
Revue Internationale De PhilosophieDans la Dynamica , Leibniz énonce ce qu’il appelle le principe d’équipollence des hypothèses , et propose un argument pour ce principe à partir d’un principe plus général que nous pouvons appeler le principe des déterminants indiscernables (PDI). Dans cet article, j’analyse le lien étroit entre le PDI, la loi de continuité de Leibniz et les fondements ...
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