In this contribution, we present few-nucleon calculations performed in a three-dimensional framework. References are given to our treatment of two- and three-nucleon bound states as well as for the transition operator in the positive energy range. New results for the transition operator in the negative energy range are shown. Different features of the standard partial wave and three dimensional calculations are presented
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...
We present a brief overview of the three-dimensional formalism that is under development in our grou...
We present a brief overview of the three-dimensional formalism that is under development in our grou...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
We present a brief overview of the three-dimensional formalism that is under development in our grou...
A brief review of a three-dimensional (3D) numerical method to solve few-nucleon bound and scatterin...
We present selected results of theoretical investigations of three-nucleon systems which have been p...
The "three dimensional" (3D) approach to few-nucleon calculations, instead of working with partial-w...
Abstract Recently a formalism for a direct treatment of the Faddeev equation for the three-nucleon b...
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...
We present a brief overview of the three-dimensional formalism that is under development in our grou...
We present a brief overview of the three-dimensional formalism that is under development in our grou...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
The traditional method of carrying out few-nucleon calculations is based on the angular momentum dec...
We present a brief overview of the three-dimensional formalism that is under development in our grou...
A brief review of a three-dimensional (3D) numerical method to solve few-nucleon bound and scatterin...
We present selected results of theoretical investigations of three-nucleon systems which have been p...
The "three dimensional" (3D) approach to few-nucleon calculations, instead of working with partial-w...
Abstract Recently a formalism for a direct treatment of the Faddeev equation for the three-nucleon b...
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...
The current status of the theoretical studies of the few-nucleon systems is reviewed. We show that i...