Classical modal logic: Difference between revisions

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<math>\Diamond A \equiv \lnot\Box\lnot A</math>
 
whichthat is also [[Deductive closure|closed]] under the rule
 
<math> A \equiv B \vdash \Box A\equiv\Box B.</math>
 
Alternatively one can give a dual definition of '''L''' by which '''L''' is classical [[iffif and only if]] it contains (as axiom or theorem)
 
<math>\Box A \equiv \lnot\Diamond\lnot A</math>