Titlebook: Assumptions of Grand Logics; James K. Feibleman Book 1979 Martinus Nijhoff, Publishers bv, The Hague 1979 logic.modal logic.philosophical

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Of Whitehead’s and Russell’s ,ors also to solve the paradoxes which the Aristotelian logic had not been able to solve. Originality is promoted by difficulties, as both this logical sequence and the one in physics from Newtonian mechanics to relativity theory dramatically exemplify. If the result of . was to generate another set

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Of Operational Logicperational logic.’ The name ‘performative logic’ could have been used just as well but I did not want to confuse it with the theory of performative language for which the term has already been adopted. Computational logic on the other hand, would have made it sound too instrumental. Searching out th

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Of Modal Logicsodal logic, and throughout this chapter modal logic otherwise unspecified will mean the alethic variety. The categories of modal logic are not the same as those of tense logic, since the modal categories deal with logical distinctions which are unaffected by time, while the categories of tense logic

Explosive

Professor Quine and Real Classesises, soon reasserted itself in logic. The result was that the theory of real classes was difficult to maintain. This difficulty is best exemplified by the work of Professor Quine, and I propose to show it. Quine early on had the advantage of study with Whitehead, the realist, but it was not easy fo

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The Discovery Theory in Mathematicsetween, in other words, proponents of the theory that mathematics is in­dependent of our knowledge of it until we explore the field of mathematics and proponents of the theory that mathematics is a creation of the human mind. The argument of course is one . mathematics, not . it,though the mathemati

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Toward a Concrete Logic: Discretaence is not a predicate if there is nothing to distinguished from it; but if it is only a part of being, so that there is a domain for what could exist but does not as well as for what does, (what had and what will) exist, then existence . a predicate.