INVESTIGADORES
VIGLIZZO Ignacio Dario
artículos
Título:
Free monadic Tarski and MMI_3-algebras
Autor/es:
ROSANA ENTIZNE; LUIZ MONTEIRO; SONIA SAVINI; IGNACIO VIGLIZZO
Revista:
Demonstratio Mathematica
Editorial:
Warsaw Technical University
Referencias:
Lugar: Warsaw; Año: 2014 vol. 47 p. 509 - 521
ISSN:
0420-1213
Resumen:
MMI_3-algebras are a generalization of the monadic Tarski algebras as defined by A. Monteiro and L. Iturrioz , and a particular case of the MMI_ {n+1}-algebras defined by A. Figallo. They can also be seen as monadic three-valued Lukasiewicz algebras without a first element. By using this point of view, and the free monadic extensions, we construct the free MMI_3-algebras on a finite number of generators, and indicate the coordinates of the generators. As a byproduct, we also obtain a construction of the free monadic Tarski algebras.
