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  4. Phenomenology meets logical semantics: what Husserl's and Tarski's theories of truth do have in common
 
Zitierlink DOI
10.26092/elib/476
Verlagslink DOI
10.1080/00071773.2003.11863837

Phenomenology meets logical semantics: what Husserl's and Tarski's theories of truth do have in common

Veröffentlichungsdatum
2003-05
Autoren
Sieroka, Norman  
Zusammenfassung
The aim of this paper is to draw out some connections between phenomenology and logical semantics in respect of the theory of truth. Jan Wolenski has discussed several continuities from Brentano to Tarski and this paper is a further development of his approach.1 Wolenski’s account fails to take Husserl into consideration and I shall argue here that a comparison between Husserl and Tarski proves to be a particularly fruitful means of drawing out the commonalities between phenomenology and logical semantics; commonalities that concern the idea of philosophy as a formal, scientific enterprise, the notion of self-evidence and the bringing about of Aristotle’s programme of a theory of truth. Of central importance is the concept of ‘Erfüllung’ (‘fulfilment’, ‘satisfaction’), which is used by both Husserl and Tarski. Once this concept is properly understood, it is possible to see how much the two theories have in common and how the term ‘correspondence’, when applied to these accounts, is somewhat misleading. Finally, the philosophical significance of the parallels drawn gets discussed.
Schlagwörter
fulfilment (Erfüllung)

; 

self-evidence

; 

Husserl

; 

Tarski

; 

theory of truth
Fachbereich
Fachbereich 09: Kulturwissenschaften (FB 09)  
Institute
Institut für Philosophie  
Dokumenttyp
Artikel/Aufsatz
Zeitschrift/Sammelwerk
Journal of the British Society for Phenomenology  
Band
34
Heft
2
Startseite
116
Endseite
131
Seitenzahl
16
Zweitveröffentlichung
Nein
Lizenz
http://creativecommons.org/licenses/by-nc-nd/3.0/de/
Sprache
Englisch
Dateien
Lade...
Vorschaubild
Name

Sieroka_HusserlTarskiTruth_JBritSocPheno2003_postprint.pdf

Size

125.03 KB

Format

Adobe PDF

Checksum

(MD5):8cfff714348179016fe752a4b19e0e0f

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