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AN00150430-00000070-0023  
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Title
Title 様相命題論理の立体化  
Kana ヨウソウ メイダイ ロンリ ノ リッタイカ  
Romanization Yoso meidai ronri no rittaika  
Other Title
Title The propositional calculus of ML-C  
Kana  
Romanization  
Creator
Name 田中, 見太郎  
Kana タナカ, ケンタロウ  
Romanization Tanaka, Kentaro  
Affiliation 慶應義塾大学文学研究科哲学専攻博土課程  
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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) 1979  
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 70  
Year 1979  
Month 10  
Start page 23  
End page 39  
ISSN
05632099  
ISBN
 
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Abstract
ML-C is, as it were, a modal logic with chronology. In a ML-C model there is a time pervading all possible worlds. A world w′ is accessible not only from a world w but also from a time t at w. (In this case we say that w′ derives from w at t.) Thus we can discriminate w′ from w″ deriving from w at another time t′. In every world we associate a time point to every wff and define the necessity of A as A being true in all w′ derivative from w at A's point. In ML-C we shall have some merits. First, we'll be able to define the so called strict implication without inviting any paradoxes. Second, we'll be able to treat such a case that B becomes necessary because of A. For this means that B is true in every world derivative at A's point. However these are not treated here. I hope this treatise to be the first step to these or other objectives.
 
Table of contents
1. ML-C
2. ML-Cモデル
3. T-C
4. T-Cの健全性と完全性
 
Keyword
 
NDC
 
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Language
日本語  
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Journal Article  
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Sep 21, 2010 09:00:00  
Creation date
Sep 21, 2010 09:00:00  
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Index
/ Public / Faculty of Letters / Philosophy / 70 (197910)
 
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