In this chapter we are interested to study the structures arising from pairs of elements from a partially ordered set (poset) which share some orthogonality between them, the so-called orthopairs, with respect to a unary operation of De Morgan complementation (or in the case of a lattice interpreted as De Morgan negation).

Cattaneo, G., Ciucci, D. (2018). Algebraic methods for orthopairs and induced rough approximation spaces. In A. Mani, G. Cattaneo, I. Düntsch (a cura di), Algebraic Methods in General Rough Sets (pp. 553-640). Springer International Publishing [10.1007/978-3-030-01162-8_7].

Algebraic methods for orthopairs and induced rough approximation spaces

Ciucci, D
2018

Abstract

In this chapter we are interested to study the structures arising from pairs of elements from a partially ordered set (poset) which share some orthogonality between them, the so-called orthopairs, with respect to a unary operation of De Morgan complementation (or in the case of a lattice interpreted as De Morgan negation).
Capitolo o saggio
Orthopair; De Morgan negation; orthogonality
English
Algebraic Methods in General Rough Sets
978-3-030-01161-1
altro ISBN 978-3-030-01162-8
Cattaneo, G., Ciucci, D. (2018). Algebraic methods for orthopairs and induced rough approximation spaces. In A. Mani, G. Cattaneo, I. Düntsch (a cura di), Algebraic Methods in General Rough Sets (pp. 553-640). Springer International Publishing [10.1007/978-3-030-01162-8_7].
Cattaneo, G; Ciucci, D
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/219245
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