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Hypersequent
Hypersequent and Labelled Calculi for Intermediate Logics*
From Axioms to Rules — a Coalition of Fuzzy, Linear and Substructural Logics
Bunched Hypersequent Calculi for Distributive Substructural Logics
Bounded-Analytic Sequent Calculi and Embeddings for Hypersequent Logics?
Hypersequents and the Proof Theory of Intuitionistic Fuzzy Logic
From Frame Properties to Hypersequent Rules in Modal Logics
CUT-FREE HYPERSEQUENT CALCULUS for S4.3. 1. Introduction
Bounded Sequent Calculi for Non-Classical Logics Via Hypersequents
Substructural Negations
Hyper Natural Deduction for Gödel Logic a Natural Deduction System for Parallel Reasoning1
Natural Deduction Calculi and Sequent Calculi for Counterfactual Logics Francesca Poggiolesi
Proofnets for S5: Sequents and Circuits for Modal Logic
Gentzen-Type Proof Systems for Non-Classical Logics Yehonathan
G¨Odel Logic: from Natural Deduction to Parallel Computation
Hypersequents and Systems of Rules: Embeddings and Applications
Hypersequent Calculi for Gödel Logics — a Survey
Graphical Sequent Calculi for Modal Logics
Hypersequent and Display Calculi – a Unified Perspective
Top View
General Methods in Proof Theory for Modal Logic – Lecture 2 Limits of the Sequent Framework
On Natural Deduction for Herbrand Constructive Logics I: Curry-Howard Correspondence for Dummett’S Logic Lc
Bunched Hypersequent Calculi for Distributive Substructural Logics
From Axioms to Proof Rules, Then Add Quantifiers
Hypersequent Calculi for Some Intermediate Logics with Bounded Kripke Models
Hypersequent Calculi for Modal Logics
Lecture 3 Modal Logic S5 and Hypersequents
Arxiv:1905.09039V1