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Distributive differential modals

Karolina Ślusarska (2008)

Discussiones Mathematicae - General Algebra and Applications

A differential modal is an algebra with two binary operations such that one of the reducts is a differential groupoid and the other is a semilattice, and with the groupoid operation distributing over the semilattice operation. The aim of this paper is to show that the varieties of entropic and distributive differential modals coincide, and to describe the lattice of varieties of entropic differential modals.

Duality for some free modes

Krzysztof J. Pszczoła, Anna B. Romanowska, Jonathan D.H. Smith (2003)

Discussiones Mathematicae - General Algebra and Applications

The paper establishes a duality between a category of free subreducts of affine spaces and a corresponding category of generalized hypercubes with constants. This duality yields many others, in particular a duality between the category of (finitely generated) free barycentric algebras (simplices of real affine spaces) and a corresponding category of hypercubes with constants.

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