Add to ORKGand other research outputs A generic Hopf algebra for quantum statistical mechan-ic
We exhibit a Hopf superalgebra structure of the algebra of field operators of quantum field theory (...
We exhibit a Hopf superalgebra structure of the algebra of field operators of quantum field theory (...
Renormalization theory is a venerable subject put to daily use in many branches of physics. Here, we...
In the recent years, Hopf algebras have been introduced to describe certain combinatorial properties...
In the recent years, Hopf algebras have been introduced to describe certain combinatorial properties...
Abstract. In this note we present a Hopf algebra description of a bosonic quantum model, using the e...
We extend the Hopf algebra description of a simple quantum system given previously, to a more elabor...
We show that the combinatorial numbers known as Bell numbers are generic in quantum physics. This is...
We suggest that in the framework of the Category Theory it is possible to demonstrate the mathematic...
We suggest that in the framework of the Category Theory it is possible to demonstrate the mathematic...
We describe a general-purpose framework to design quantum algorithms. This framework relies on two p...
We suggest that in the framework of the Category Theory it is possible to demonstrate the mathematic...
We suggest that in the framework of the Category Theory it is possible to demonstrate the mathematic...
We dedicate this paper to Moshé Flato. We discuss the prominence of Hopf algebras in recent progress...
Tese de doutoramento em Física (Física Teórica) apresentada à Fac. de Ciências e Tecnologia de Coimb...
We exhibit a Hopf superalgebra structure of the algebra of field operators of quantum field theory (...
We exhibit a Hopf superalgebra structure of the algebra of field operators of quantum field theory (...
Renormalization theory is a venerable subject put to daily use in many branches of physics. Here, we...
In the recent years, Hopf algebras have been introduced to describe certain combinatorial properties...
In the recent years, Hopf algebras have been introduced to describe certain combinatorial properties...
Abstract. In this note we present a Hopf algebra description of a bosonic quantum model, using the e...
We extend the Hopf algebra description of a simple quantum system given previously, to a more elabor...
We show that the combinatorial numbers known as Bell numbers are generic in quantum physics. This is...
We suggest that in the framework of the Category Theory it is possible to demonstrate the mathematic...
We suggest that in the framework of the Category Theory it is possible to demonstrate the mathematic...
We describe a general-purpose framework to design quantum algorithms. This framework relies on two p...
We suggest that in the framework of the Category Theory it is possible to demonstrate the mathematic...
We suggest that in the framework of the Category Theory it is possible to demonstrate the mathematic...
We dedicate this paper to Moshé Flato. We discuss the prominence of Hopf algebras in recent progress...
Tese de doutoramento em Física (Física Teórica) apresentada à Fac. de Ciências e Tecnologia de Coimb...
We exhibit a Hopf superalgebra structure of the algebra of field operators of quantum field theory (...
We exhibit a Hopf superalgebra structure of the algebra of field operators of quantum field theory (...
Renormalization theory is a venerable subject put to daily use in many branches of physics. Here, we...