KSIĄŻKI POWIĄZANE ZE SŁOWEM «PROPOSITIONAL FUNCTION»
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1 A. A proposition is said to be a propositional function of its real variables.
Henceforth a collection of signs like $(jc) will represent a propositional function of
x, not necessarily atomic. 1.41. A proposition containing a definite atomic
proposition ...
2
Beginning Logic (This book is not for sale to customers in ...
We shall follow logical tradition, and use the epithet ' propositional function '-1 To
be precise, a formula A is a propositional function in the variables v,, . . . , vn, for «
greater than or equal to 0, if (v,) . . . (vn)A is a wff. Thus ' Hxy ' is a propositional ...
3
Conceptual Approach to the CSAT (Civil Services Aptitude ...
Table 3.1:Truth-table for'and' Connected Propositional Function Constituent
propositions Propositional function It is daytime The sky is clear lt is daytime and
the sky is clear False False False False True False True False False True True
True ...
4
The Two Fundamental Problems of the Theory of Knowledge
A genuine variable is only a symbol for a blank; it says nothing about whether the
values to be substituted for the blanks will or will not satisfy the propositional
function. And a propositional function can, therefore, never be regarded as true or
...
Karl Popper, Troels Eggers Hansen, 2014
5
Logic as Universal Science: Russell's Early Logicism and Its ...
In PoM this is explained as follows: 'If f(x) is not a propositional function, its value
for a given value of x (f(x) being assumed to be one-valued) is the term y
satisfying the propositional function y = f(x), i.e. satisfying, for the given value of x,
some ...
6
From Naming to Saying: The Unity of the Proposition
Russell seems to regard the verb and predicate adjective as a fused unit, so that
the propositional function in such a sentence must be 'x is human,' not 'Socrates
is F.'17 Throughout the analysis, Russell makes no pretense of having an ...
7
Studies in the Methodology of Natural and Social Sciences
Propositional function. Church understands it as the function for which the range
of the dependent variable is composed of propositions each of which stands for
the value of the propositional function for the given arguments. At the same time ...
8
Gottlob Frege: Frege's philosophy of thought and language
D.ty'a mentions no specific propositional function and thus no specific instance of
any specific propositional function. Rather it indicates that whenever a
propositional function holds for all its instances, it holds for any one of them. Thus
to apply ...
Michael Beaney, Erich H. Reck, 2005
9
Principles of mathematics
only one variable is equivalent to asserting membership of a class defined by the
propositional function. Either this axiom, or the principle that everv class can be
taken as one term, is plainly false, and there is no fundamental objection to ...
Propositional function is a function or statement which is formed by using
propositional variables and connectives. For example, compound statements
such as pvq, paq, p->q and pA(q—>r) are propositional functions. More formally,
Definition ...
