In this work we introduce a particular kind of quantum operations called polynomial quantum operations that allow us to represent the basic operations of the standard Product MV -algebra. Consequently, these operations can be treated as quantum computational gates in the powerful model of quantum computation given by “quantum operations - density operators”
Quantum computational logics provide a fertile common ground for a unified treatment of vagueness an...
A b s t r a c t. We investigate some properties of two varieties of algebras arising from quantum co...
The theory of logical gates in quantum computation has suggested new forms of quantum logic, called ...
In this work we introduce a particular kind of quantum operations called polynomial quantum operatio...
The thesis aims to analyze the circuit model of quantum computation, from a fuzzy logico-algebraic p...
In this work, we introduce a fuzzy type representation of a quantum version of the Fredkin gate in t...
AbstractQuantum processes provide a parallel model for fuzzy connectives. Calculations of quantum st...
Quantum computation is going to revolutionize the world of computing by enabling the design of massi...
In this paper we discuss an approach to quantum computation where the basic information units (qubit...
Computer systems based on fuzzy logic should be able to generate an output from the handling of inac...
Recently several authors paid attention to the extension of the classical notion of probability deve...
We apply residuated structures associated with fuzzy logic to develop certain aspects of information...
In the framework of quantum computation with mixed states, fuzzy representations based on continuous...
In the framework of quantum computation with mixed states, a fuzzy representation based on continuo...
Abstract. By making use of quantum parallelism, quantum processes provide parallel modelling for fuz...
Quantum computational logics provide a fertile common ground for a unified treatment of vagueness an...
A b s t r a c t. We investigate some properties of two varieties of algebras arising from quantum co...
The theory of logical gates in quantum computation has suggested new forms of quantum logic, called ...
In this work we introduce a particular kind of quantum operations called polynomial quantum operatio...
The thesis aims to analyze the circuit model of quantum computation, from a fuzzy logico-algebraic p...
In this work, we introduce a fuzzy type representation of a quantum version of the Fredkin gate in t...
AbstractQuantum processes provide a parallel model for fuzzy connectives. Calculations of quantum st...
Quantum computation is going to revolutionize the world of computing by enabling the design of massi...
In this paper we discuss an approach to quantum computation where the basic information units (qubit...
Computer systems based on fuzzy logic should be able to generate an output from the handling of inac...
Recently several authors paid attention to the extension of the classical notion of probability deve...
We apply residuated structures associated with fuzzy logic to develop certain aspects of information...
In the framework of quantum computation with mixed states, fuzzy representations based on continuous...
In the framework of quantum computation with mixed states, a fuzzy representation based on continuo...
Abstract. By making use of quantum parallelism, quantum processes provide parallel modelling for fuz...
Quantum computational logics provide a fertile common ground for a unified treatment of vagueness an...
A b s t r a c t. We investigate some properties of two varieties of algebras arising from quantum co...
The theory of logical gates in quantum computation has suggested new forms of quantum logic, called ...