Abstract

According to david lewis, When the conditional excluded middle is accepted for would-Asserting counterfactuals, It becomes difficult or impossible to define their might-Asserting counterparts. But I provide a definition of "might" counterfactuals that does agree with cem: a "might" counterfactual is true iff its consequent is true at some antecedent-World within a set whose membership is determined by appeal to various categories of possibility