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Stone's representation theorem for Boolean algebras

Known as: Boolean space, Stone's representation theorem, M. H. Stone's representation theorem 
In mathematics, Stone's representation theorem for Boolean algebras states that every Boolean algebra is isomorphic to a field of sets. The theorem… 
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Papers overview

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2017
2017
In many decisions under uncertainty, there are technological constraints on both the acts an agent can perform and the events she… 
2016
2016
The study of Boolean algebras, has had a big impact on a variety of fields in mathematics. From functional analysis to other… 
2014
2014
By embedding the boolean space Z2 as an orthonormal basis in a vec- tor space we can treat the RAM based neuron as a matrix… 
2013
2013
This paper explores lattices of Boolean functions which are built by derivative operations of the Boolean Differential Calculus… 
2012
2012
A high-speed multiprocessor architecture for brain-like analyzing information represented in analytic, graph- and table forms of… 
1999
1999
It was proved by Juhasz and Weiss that for every ordinal with 0 < < ! 2 there is a superatomic Boolean algebra of height and… 
1977
1977
We prove that any Boolean algebra is a homomorphic image of a Boolean algebra B isomorphic to B + B + B but not to B + B. In [5… 
1973
1973
If R is a commutative semiprime ring with identity Kist [4], [5] has shown that R can be embedded into a commutative Baer ring B… 
1972
1972
This note gives a simple characterization of the Boolean ring R generated by a distributive lattice L. The method is to introduce… 
1965
1965
0. Introduction. In this paper rings of continuous integer-valued functions are studied, with particular attention paid to their…