 Other philosophers have also defended the view that indicative conditionals are context-dependent strict conditionals, without adopting Kratzer’s restrictor view. According to Anthony Gillies (2009), a context determines a set of possibilities compatible with the relevant information in the context. “If \(A, C\)” is true at a context iff all relevant \(A\)-possibilities are \(C\)-possibilities, false otherwise. William Lycan (2001), similarly, claims that “If \(A, C\)” is true iff all real and relevant \(A\)-events are \(C\)-events. Context-dependent strict conditionals are also defended by Daniel Rothschild (2013, 2015). The difficulty mentioned above remains: on these accounts, a conditional may be certainly false, yet probable. 