Lexicon of Arguments

 Philosophical and Scientific Issues in Dispute
 
[german]


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Theses I
Theses II

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VII (f) 107f
Principles/Quine: are given in the following form, ex: (1) [(x)(Fx > Gx) . (Ex)Fx] > (Ex)Gx - "Fx" could be: "x swims" or "x is a whale" (general term) - the form (1) and the like can easily be regarded as schemes that take the form of different true statements -E.g. x has mass > x is extended... - it is not necessary to assume that "has mass" etc. is the name of classes or anything else - just as "F" and "G" from (1) must not be considered to be something else than values for the classes or anything else.
>Classes/Quine.
IX 119
Substitution Principle/Quine: guarantees the existence of all classes that are equal to an ordinal number.
X 90
Principle/Quine: E.g. utilisation of all possibilities.
X 133
Necessity/Principle/Quine: the principle of minimum mutilation is what underlies the logical necessity: it can explain the type of necessity which is connected to the logical and mathematical truth. - ’((s)> Simplicity).
>Necessity/Quine

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