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Semantic Homomorphism and Reification of Situations

100%
Omyła M.
Filozofia Nauki
|
2006
|
vol. 14
|
issue 4
49-60
PL
The fundamental features of the non-fregean logic (formulated both in structural and in invariant version) are discussed. The difference between two notions introduced by Suszko in his article Reification of Situations is analyzed: semantic homomorphism (projection of the set of sentences of a given language into the universe of situations) and of reification of situations (projection of the universe of situations into the universe of events).
2
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The Fregean Axiom

100%
Omyła M.
Filozofia Nauki
|
2020
|
vol. 28
|
issue 3
99-109
PL
This paper discusses the semantic assumption that Roman Suszko called “the Fregean Axiom.” According to the Fregean Axiom, a logical sentence is a name of its logical value, which means that all true sentences are names of one and the same object called “Truth,” and - by analogy - all false sentences are names of one and the same object called “False.” The Fregean Axiom is at odds with the common-sense intuition. Usually, we think that a sentence is not a name but anexpression that states that a certain state of affairs occurs. The article analyzes the presuppositions underlying the axiom. The second part of the text discusses the consequences of either adoption or rejection of the axiom.
3
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The Fregean Paradigm and Theories of Situations

100%
Omyła M.
Filozofia Nauki
|
2009
|
vol. 17
|
issue 4
35-47
PL
We try to define the essential features of the Fregean paradigm. Then we demonstrate that Suszko's non-fregean logic, Wolniewicz's ontology of situation and Barwise-Perry's situational semantics go meaningfully beyond the fregean paradigm: what is presupposed in all of these theories is that as semantic correlates of sentences serve certain objects which are not logical values of these sentences.
4
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Logic, Time and Change

44%
Omyła M.
Filozofia Nauki
|
1997
|
vol. 5
|
issue 3
131-134
PL
   
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