May 11, 2011 · Traditionally in natural duality theory the algebras carry no topology and the objects on the dual side are structured Boolean spaces.
Traditionally in natural duality theory the algebras carry no topology and the objects on the dual side are structured Boolean spaces.
The main theorem of this paper validates topology swapping as a uniform way to create new dual adjunctions and dual equivalences: we prove that, for every ...
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May 11, 2011 · Abstract Traditionally in natural duality theory the algebras carry no topology and the objects on the dual side are structured Boolean ...
Jan 1, 2012 · Traditionally in natural duality theory the algebras carry no topology and the objects on the dual side are structured Boolean spaces.
Natural Dualities in Partnership. Brian A. Davey, Miroslav Haviar, Hilary A. Priestley. Natural Dualities in Partnership. Applied Categorical Structures, 20 ...
Dec 30, 2019 · Theory of natural dualities is a general theory for quasi-varieties of algebras that generalizes `classical' dualities such as Stone duality for ...
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Natural dualities in partnership. Title, Natural dualities in partnership. Author info, Brian A. Davey, Miroslav Haviar, Hilary A. Priestley. Author, Davey ...
Dec 29, 2019 · Theory of natural dualities is a general theory for quasi-varieties of algebras that generalizes 'classical' dualities such as Stone duality for ...
Dec 30, 2019 · In Section 2 we present a brief background of the theory of natural dualities with its main two open problems, the Dualisability Problem and the ...