Generalized versions of MV-algebraic central limit theorems

Piotr Nowak; Olgierd Hryniewicz

Displaying similar documents to “Generalized versions of MV-algebraic central limit theorems”

A note on interval $M V$ -algebras

Ivan Chajda, Jan Kühr (2006)

Mathematica Slovaca

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Preboolean MV-algebras as bipartite MV-algebras.

Carmela Cella, Ada Lettieri (1992)

Stochastica

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In this note we characterize bipartite MV-algebras by introducing the notion of preboolean MV-algebras.

Retractive MV-algebras.

Roberto Cignoli, Antoni Torrens (1995)

Mathware and Soft Computing

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A spectral theorem for $σ$ MV-algebras

Sylvia Pulmannová (2005)

Kybernetika

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MV-algebras were introduced by Chang, 1958 as algebraic bases for multi-valued logic. MV stands for “multi-valued" and MV algebras have already occupied an important place in the realm of nonstandard (mathematical) logic applied in several fields including cybernetics. In the present paper, using the Loomis–Sikorski theorem for $σ$ -MV-algebras, we prove that, with every element $a$ in a $σ$ -MV algebra $M$ , a spectral measure (i. e. an observable) $Λ_{a} : ℬ ([0, 1]) \to ℬ (M)$ can be associated, where $ℬ (M)$ denotes the Boolean...

Displaying similar documents to “Generalized versions of MV-algebraic central limit theorems”

A note on interval M V -algebras

Preboolean MV-algebras as bipartite MV-algebras.

Book Reviews

Retractive MV-algebras.

A spectral theorem for σ MV-algebras

A note on interval $M V$ -algebras

A spectral theorem for $σ$ MV-algebras