Add to ORKGSeveral new results in the field of Hilbert lattice equations based on states defined on the lattice as well as novel techniques used to arrive at these results are presented. An open problem of Mayet concerning Hilbert lattice equations based on Hilbert-space-valued states is answered
summary:By modifying a scheme (due to Gunson) it can be shown that the space generated by all irredu...
AbstractThe (meta)logic underlying classical theory of computation is Boolean (two-valued) logic. Qu...
Since (as is known) no Hilbert space description is possible for two independent quantum systems (th...
We provide several new results on quantum state space, on lattice of subspaces of an infinite dimens...
We provide several new results on quantum state space, on the lattice of subspaces of an infinite-di...
Using a graph approach to quantum systems, we prove that descriptions of 3-dim Kochen-Specker (KS) ...
Journal ArticleA novel mapping between Hilbert spaces of unequal dimensionalities yields many-body s...
The paper continues the consideration of Hilbert mathematics to mathematics itself as an additional ...
Quantum theory’s Hilbert space apparatus in its finite-dimensional version is nearly reconstructed ...
We formulate SU(3) Hamiltonian lattice QCD in terms of the plaquette variables and determine the rel...
A set of statements about the properties of a quantum system is looked at as at a partially ordered ...
summary:We analyze finitely additive orthogonal states whose values lie in a real Hilbert space. We ...
Our work aims at describing and investigate a deep connection between the well-known logical interpr...
The (meta)logic underlying classical theory of computation is Boolean (two-valued) logic. Quantum lo...
summary:In the logico-algebraic foundation of quantum mechanics one often deals with the orthomodula...
summary:By modifying a scheme (due to Gunson) it can be shown that the space generated by all irredu...
AbstractThe (meta)logic underlying classical theory of computation is Boolean (two-valued) logic. Qu...
Since (as is known) no Hilbert space description is possible for two independent quantum systems (th...
We provide several new results on quantum state space, on lattice of subspaces of an infinite dimens...
We provide several new results on quantum state space, on the lattice of subspaces of an infinite-di...
Using a graph approach to quantum systems, we prove that descriptions of 3-dim Kochen-Specker (KS) ...
Journal ArticleA novel mapping between Hilbert spaces of unequal dimensionalities yields many-body s...
The paper continues the consideration of Hilbert mathematics to mathematics itself as an additional ...
Quantum theory’s Hilbert space apparatus in its finite-dimensional version is nearly reconstructed ...
We formulate SU(3) Hamiltonian lattice QCD in terms of the plaquette variables and determine the rel...
A set of statements about the properties of a quantum system is looked at as at a partially ordered ...
summary:We analyze finitely additive orthogonal states whose values lie in a real Hilbert space. We ...
Our work aims at describing and investigate a deep connection between the well-known logical interpr...
The (meta)logic underlying classical theory of computation is Boolean (two-valued) logic. Quantum lo...
summary:In the logico-algebraic foundation of quantum mechanics one often deals with the orthomodula...
summary:By modifying a scheme (due to Gunson) it can be shown that the space generated by all irredu...
AbstractThe (meta)logic underlying classical theory of computation is Boolean (two-valued) logic. Qu...
Since (as is known) no Hilbert space description is possible for two independent quantum systems (th...