Exercise 3. Prove that all the inclusions are strict: KC K4 C S4C S5. In practical...
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Exercise 3. Prove that all the inclusions are strict: KC K4 C S4C S5. In practical terms it suffices to show that a) KHOp →¯p; b) K4 Op→p; c) S4 Op→(¬0p). Exercise 3. Prove that all the inclusions are strict: KC K4 C S4C S5. In practical terms it suffices to show that a) KHOp →¯p; b) K4 Op→p; c) S4 Op→(¬0p).
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K K4 K is strictly smaller than K4 K4 S4 K4 is strictly smaller ... View the full answer
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