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AN00150430-00000072-0001  
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Title
Title 様相の証明可能性解釈  
Kana ヨウソウ ノ ショウメイ カノウセイ カイシャク  
Romanization Yoso no shomei kanosei kaishaku  
Other Title
Title Provability interpretation of modality  
Kana  
Romanization  
Creator
Name 西脇, 与作  
Kana ニシワキ, ヨサク  
Romanization Nishiwaki, Yosaku  
Affiliation 慶応義塾大学文学部  
Affiliation (Translated)  
Role  
Link  
Edition
 
Place
東京  
Publisher
Name 三田哲學會  
Kana ミタ テツガクカイ  
Romanization Mita tetsugakukai  
Date
Issued (from:yyyy) 1981  
Issued (to:yyyy)  
Created (yyyy-mm-dd)  
Updated (yyyy-mm-dd)  
Captured (yyyy-mm-dd)  
Physical description
 
Source Title
Name 哲學  
Name (Translated)  
Volume  
Issue 72  
Year 1981  
Month 1  
Start page 1  
End page 26  
ISSN
05632099  
ISBN
 
DOI
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Ichushi ID
 
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Doctoral dissertation
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Abstract
Recently Solovay proved the completeness theorem for G, according to which a modal sentence is a theorem of G if all of its translations are theorems of Peano Arithmetic. From this theorem, many interesting results were obtained and the relations between modality and provability have been gradually clarified. I will prove the completeness theorem for K4 and some topological properties of K4, where topolgy of K4 models (A (W, R)) is defined by derived set a la Simmons or co-derived set. And then I will consider some of the meta-mathematical structures of the predicate 'Bew'.
 
Table of contents
1. 序
2. K4, S4とSuitable Theory
3. Bew, □, と位相
4. 位相的諸性質
5. K4, Gと他の様相系の関係
6. 結論
 
Keyword
 
NDC
 
Note

 
Language
日本語  
Type of resource
text  
Genre
Journal Article  
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Last modified date
Oct 12, 2021 13:18:18  
Creation date
Sep 21, 2010 09:00:00  
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History
Dec 25, 2013    フリーキーワード, 目次, 著者 を変更
Oct 12, 2021    Creator Link を変更
 
Index
/ Public / Faculty of Letters / Philosophy / 72 (198101)
 
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