We address the question, which MV-algebras have finite automorphism group. We prove that finitely presented MV-algebras whose maximal spectral space has topological dimension not exceeding 1 do have finite automorphism group. We give examples to show that finite presentability is an essential hypothesis. Our proof produces as an interesting by-product a complete graph–theoretic isomorphism invariant for the class of MV-algebras involved
For finitary regular monads T on locally finitely presentable categories we characterize the finitel...
We study prime monomial algebras. Our main result is that a prime finitely presented monomial algebr...
In mathematics, automorphisms of algebraic structures play an important role. Automorphisms capture ...
The MV-algebra Sm\u3c9 is obtained from the (m+1)-valued \u141ukasiewicz chain by adding infinitesim...
Representations of monadic MV-algebra, the characterization of locally finite monadic MV-algebras, w...
We show that the complete first order theory of an MV algebra has continuum many countable models un...
Preprint enviat per a la seva publicació: [https://arxiv.org/abs/1405.7504]In this paper we show tha...
We offer a proof of the duality theorem for finitely presented MV-algebras and rational polyhedra, a...
In this paper, we will be concerned with Hyperfinite MV-algebras, which are infinite models of the ...
We connect the dual adjunction between MV-algebras and Tychonoff spaces with the general theory of n...
We define and study the property finite presentability in the category ?? of Hopf algebras that are ...
summary:MV-algebras were introduced by Chang to prove the completeness of the infinite-valued Łukasi...
For finitary regular monads T on locally finitely presentable categories we characterize the finitel...
We study prime monomial algebras. Our main result is that a prime finitely presented monomial algebr...
In mathematics, automorphisms of algebraic structures play an important role. Automorphisms capture ...
The MV-algebra Sm\u3c9 is obtained from the (m+1)-valued \u141ukasiewicz chain by adding infinitesim...
Representations of monadic MV-algebra, the characterization of locally finite monadic MV-algebras, w...
We show that the complete first order theory of an MV algebra has continuum many countable models un...
Preprint enviat per a la seva publicació: [https://arxiv.org/abs/1405.7504]In this paper we show tha...
We offer a proof of the duality theorem for finitely presented MV-algebras and rational polyhedra, a...
In this paper, we will be concerned with Hyperfinite MV-algebras, which are infinite models of the ...
We connect the dual adjunction between MV-algebras and Tychonoff spaces with the general theory of n...
We define and study the property finite presentability in the category ?? of Hopf algebras that are ...
summary:MV-algebras were introduced by Chang to prove the completeness of the infinite-valued Łukasi...
For finitary regular monads T on locally finitely presentable categories we characterize the finitel...
We study prime monomial algebras. Our main result is that a prime finitely presented monomial algebr...
In mathematics, automorphisms of algebraic structures play an important role. Automorphisms capture ...
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