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Intuitionistic Modal Logic

1999
Intuitionistic modal logics originate from different sources and have different areas of application. They include philosophy (see, e.g., Prior (1957), Ewald (1986), Williamson (1992)), the foundations of mathematics (Kuznetsov, 1985, Kuznetsov and Muravitskij, 1986), and computer science (Plotkin and Stirling, 1986, Stirling, 1987, Wijesekera, 1990 ...
Frank Wolter, Michael Zakharyaschev
openaire   +1 more source

Intuitionistic Hybrid Logic

2010
In this chapter we introduce intuitionistic hybrid logic and its proof-theory. Intuitionistic hybrid logic is hybrid modal logic over an intuitionistic logic basis instead of a classical logical basis. The chapter is structured as follows. In the first section of the chapter we introduce intuitionistic hybrid logic (this is taken from Brauner and de ...
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Intuitionistic modal logics

1998
Abstract This chapter deals with fibring modality into intuitionistic logic. The key difference between fibring modality into modal logic (to form a bi-modal logic) and fibring modality into intuitionistic logic is that in the latter case we are fibring into a logic whose semantics requires a condition of persistence.
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Intuitionistic Logic

1993
Anil Nerode, Richard A. Shore
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Current-driven magnetic domain-wall logic

Nature, 2020
Zhaochu Luo   +2 more
exaly  

C–H functionalization logic in total synthesis

Chemical Society Reviews, 2011
Phil S Baran
exaly  

Molecules with a sense of logic: a progress report

Chemical Society Reviews, 2015
Joakim Andréasson, Uwe Pischel
exaly  

Tribotronic Logic Circuits and Basic Operations

Advanced Materials, 2015
Chi Zhang, Zhong Lin Wang
exaly  

Magnetic Domain-Wall Logic

Science, 2005
Del Atkinson
exaly  

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