International audienceWe construct a Hamiltonian for a quantum-mechanical model of nonrelativistic particles in three dimensions interacting via the creation and annihilation of a second type of nonrelativistic particles, which are bosons. The interaction between the two types of particles is a point interaction concentrated on the points in configuration space where the positions of two different particles coincide. We define the operator, and its domain of self-adjointness, in terms of co-dimension-three boundary conditions on the set of collision configurations relating sectors with different numbers of particles
Quantum Field Theory (QFT) has proved to be the most useful strategy for the description of elementa...
A Relational Quantum Theory Incorporating Gravity developed the concept of quantum covariance and ar...
Griffiths proposed a pair of boundary conditions that define a point interaction in one dimensional ...
International audienceWe construct a Hamiltonian for a quantum-mechanical model of nonrelativistic p...
Blanchard P, Figari R, Mantile A. Point interaction Hamiltonians in bounded domains. JOURNAL OF MATH...
We consider a quantum mechanical three-particle system made of two identical fermions of mass one an...
Recently, there has been progress in developing interior–boundary conditions (IBCs) as a technique o...
Models of point interactions that approximate the real interactions of atomic particles in quantum m...
We consider a quantum mechanical three-particle system made of two identical fermions of mass one an...
International audienceWe construct Hamiltonians for systems of nonrelativistic particles linearly co...
With a view to understanding generic properties of quantum field theories defined on spaces with no...
We establish the action of three-dimensional bosonization and particle-vortex duality in the presenc...
This thesis reviews a method in quantum field theory to yield models dealing explicitly with physica...
I present a novel class of exactly solvable quantum field theories. They describe non-relativistic f...
In various domain of mathematical physics one meet the so-called δ point interaction, see e.g. atoms...
Quantum Field Theory (QFT) has proved to be the most useful strategy for the description of elementa...
A Relational Quantum Theory Incorporating Gravity developed the concept of quantum covariance and ar...
Griffiths proposed a pair of boundary conditions that define a point interaction in one dimensional ...
International audienceWe construct a Hamiltonian for a quantum-mechanical model of nonrelativistic p...
Blanchard P, Figari R, Mantile A. Point interaction Hamiltonians in bounded domains. JOURNAL OF MATH...
We consider a quantum mechanical three-particle system made of two identical fermions of mass one an...
Recently, there has been progress in developing interior–boundary conditions (IBCs) as a technique o...
Models of point interactions that approximate the real interactions of atomic particles in quantum m...
We consider a quantum mechanical three-particle system made of two identical fermions of mass one an...
International audienceWe construct Hamiltonians for systems of nonrelativistic particles linearly co...
With a view to understanding generic properties of quantum field theories defined on spaces with no...
We establish the action of three-dimensional bosonization and particle-vortex duality in the presenc...
This thesis reviews a method in quantum field theory to yield models dealing explicitly with physica...
I present a novel class of exactly solvable quantum field theories. They describe non-relativistic f...
In various domain of mathematical physics one meet the so-called δ point interaction, see e.g. atoms...
Quantum Field Theory (QFT) has proved to be the most useful strategy for the description of elementa...
A Relational Quantum Theory Incorporating Gravity developed the concept of quantum covariance and ar...
Griffiths proposed a pair of boundary conditions that define a point interaction in one dimensional ...