ライヘンバッハの前共通原因原理と論理的独立性
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概要
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In algebraic quantum field theory, some von Neumann algebra is associated with any finite open set in Minkowski space-time. Such a von Neumann algebra is called a local algebra. Let V_1 and V_2 be two spacelikely separated spacetime regions and let N(V_1) and N(V_2) be local algebras associated with V_1 and V_2 respectively. In the present paper it is shown that N(V_1) and N(V_2) are logically independent if and only if any correlation between projections of N(V_1) and N(V_2) has a Reichenbach's pre-common cause explanation.
- 科学基礎論学会の論文
- 2009-02-25