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AN00150430-00000061-0045.pdf
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| Title |
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確率の意味 I
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| Kana |
カクリツ ノ イミ Ｉ
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| Romanization |
Kakuritsu no imi I
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| Other Title |
| Title |
Meanings of probability I
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高野, 守正
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| Kana |
タカノ, モリマサ
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| Romanization |
Takano, Morimasa
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| Affiliation |
慶應義塾大学
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西川, 宏昌
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| Kana |
ニシカワ, ヒロアキ
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Nishikawa, Hiroaki
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| Affiliation |
慶應義塾大学
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三田哲學會
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| Kana |
ミタ テツガクカイ
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| Romanization |
Mita tetsugakukai
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1973
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哲學
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61
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1973
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10
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| Start page |
45
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| End page |
84
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| Abstract |
We authors intend to inquire into meanings of probability in series. We start, in the part I, with a summary of the frequency interpretation, the logical interpretation and the personal interpretation by Reichenbach, Carnap, and de Finetti respectively. In the following parts, the roles and the limits of these three interpretations of probability, and "What can we do with probability" are to be discussed.
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| Table of contents |
はじめに
I. 頻度解釈
I-1. 確率計算の形式的体系
I-2. 頻度解釈
I-3. 確率値の付与と帰納の規則
I-4. 帰納の正当化
I-5. ライヘンバッハの哲学点視点
II. 論理的解釈
II-1. カルナップの哲学的視点
II-2. 確率の論理的意味論的局面
II-3. 対象言語系ʆとメタ言語系IL
II-4. ILにおける公理および規則
II-5. 合理的信念の程度としての確率
II-6. 相対頻度の推定値としての確率
III. 主観的解釈
III-1. ライゼムによる信念の程度の測定
III-2. デ・フィネッティの主観的確率
III-3. 独立性と交換可能性
III-4. 主観的確率と帰納の問題
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