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Implicational fragments of intuitionistic propositional logic
Blicha, Martin ; Švejdar, Vítězslav (advisor) ; Chvalovský, Karel (referee)
In this thesis we study implicational fragments of intuitionistic propositional logic with finite number of atoms. The first part is dedicated to the fragment with only two atoms, which is simple enough to analyze the relations between it's formulas, but is not that trivial. In the next part, we introduce the terms prime node and prime model, which allow us to examine other fragments. In the last part, we find out how the results change when we add the constant into out language.

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