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These logics can be motivated in different ways.
These logics contain intuitionistic implication as a primitive connective.
These logics are (strongly) complete with respect to corresponding algebras.
These logics are investigated through case studies of two industrial manufactures.
These logics suggested that urban space could be built to foreclose the possibility of historical conflict.
These logics employ conditional probability functions to represent measures of the degree to which evidence statements support hypotheses.
These logics are motivated by considerations from philosophy (relevant logics), linguistics (the Lambek calculus) and computing (linear logic).
These logics are interpreted on epistemic awareness models: these are multi-agent Kripke structures for propositional awareness (in each state an agent may only be aware of formulas containing occurrences of a subset of all propositional variables).
These logics are not mutually exclusive but can serve as guideposts for thinking about the process of redefining roles in a team.
In the struggle between these logics, politics prevails.
"We applied a lot of these logics and principles to a coding club.
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CEO of Professional Science Editing for Scientists @ prosciediting.com