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Lecture
Sequent Calculus: Basics and Applications
Description
This lecture introduces Hilbert Systems as an axiom-oriented formalization of Logic, and contrasts them with the more practical Sequent Calculus. Sequent Calculus is explained as a system for proving statements based on assumptions, with a focus on the Cut Elimination theorem and its applications in proof analysis and consistency. The lecture also covers deduction rules, examples, and practical applications of Sequent Calculus in Intuitionistic Logic.
Official source
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