activity
20162022
most citedTaming "McKinsey-like" formula: An Extended Correspondence and Completeness Theory for Hybrid Logic H(@)

1 citations · 1 across the 3 of their papers we have counts for

collaborators

10 papers

math.LO20221 cited

Taming "McKinsey-like" formula: An Extended Correspondence and Completeness Theory for Hybrid Logic H(@)

Zhiguang Zhao

In the present article, we extend the fragment of inductive formulas for the hybrid language L(@) in [8] including a McKinsey-like formula, and show that every formula in the exten…

math.LO2022

Correspondence Theory for Modal Fairtlough-Mendler Semantics of Intuitionistic Modal Logic

Zhiguang Zhao

We study the correspondence theory of intuitionistic modal logic in modal Fairtlough-Mendler semantics (modal FM semantics) \cite{FaMe97}, which is the intuitionistic modal version…

math.LO2022

Correspondence Theory for Generalized Modal Algebras

Zhiguang Zhao

In the present paper, we give a systematic study of the correspondence theory of generalized modal algebras and generalized modal spaces. The special feature of the present paper i…

cs.LO2021

Algorithmic Correspondence for Hybrid Logic with Binder

Zhiguang Zhao

In the present paper, we develop the algorithmic correspondence theory for hybrid logic with binder. We define the class of Sahlqvist inequalities, each inequality of which is show…

math.LO2020

Sahlqvist Correspondence Theory for Instantial Neighbourhood Logic

Zhiguang Zhao

In the present paper, we investigate the Sahlqvist-type correspondence theory for instantial neighbourhood logic (INL), which can talk about existential information about the neigh…

math.LO2016

Unified Correspondence and Proof Theory for Strict Implication

Minghui Ma, Zhiguang Zhao

The unified correspondence theory for distributive lattice expansion logics (DLE-logics) is specialized to strict implication logics. As a consequence of a general semantic conseva…