We derive the Schwinger multichannel variational principle [K. Takatsuka and V. McKoy, Phys. Rev. A 23, 2352 (1981); 30, 1734 (1984)] by a method that emphasizes the question of variational stability. The present approach is in some respects more direct than the original method and serves to clarify the role of a certain parameter that occurs in the formulation
The authors present the results of the first rigorous application of the Schwinger variational princ...
The Schwinger multichannel method [K. Takatsuka and V. McKoy, Phys. Rev. A 30, 1734 (1984)], which i...
We discuss some recent developments in the implementation of the Schwinger multichannel method for e...
We present a discussion which should be helpful in clarifying some key steps in the formulation of a...
We present a discussion which should be helpful in clarifying some key steps in the formulation of a...
One version of the multichannel theory for electron-target scattering based on the Schwinger variati...
An iterative approach to the solution of the Lippmann-Schwinger integral equation for electron-molec...
Variational methods have proven invaluable in theoretical physics and chemistry, both for bound stat...
Variational methods have proven invaluable in theoretical physics and chemistry, both for bound stat...
Discusses a variational functional for scattering theory which has been recently proposed by Takatsu...
Discusses a variational functional for scattering theory which has been recently proposed by Takatsu...
In this contribution we want to discuss several features and applications of the Schwinger variatio...
In this contribution we want to discuss several features and applications of the Schwinger variatio...
In this contribution we want to discuss several features and applications of the Schwinger variatio...
The authors present the results of the first rigorous application of the Schwinger variational princ...
The authors present the results of the first rigorous application of the Schwinger variational princ...
The Schwinger multichannel method [K. Takatsuka and V. McKoy, Phys. Rev. A 30, 1734 (1984)], which i...
We discuss some recent developments in the implementation of the Schwinger multichannel method for e...
We present a discussion which should be helpful in clarifying some key steps in the formulation of a...
We present a discussion which should be helpful in clarifying some key steps in the formulation of a...
One version of the multichannel theory for electron-target scattering based on the Schwinger variati...
An iterative approach to the solution of the Lippmann-Schwinger integral equation for electron-molec...
Variational methods have proven invaluable in theoretical physics and chemistry, both for bound stat...
Variational methods have proven invaluable in theoretical physics and chemistry, both for bound stat...
Discusses a variational functional for scattering theory which has been recently proposed by Takatsu...
Discusses a variational functional for scattering theory which has been recently proposed by Takatsu...
In this contribution we want to discuss several features and applications of the Schwinger variatio...
In this contribution we want to discuss several features and applications of the Schwinger variatio...
In this contribution we want to discuss several features and applications of the Schwinger variatio...
The authors present the results of the first rigorous application of the Schwinger variational princ...
The authors present the results of the first rigorous application of the Schwinger variational princ...
The Schwinger multichannel method [K. Takatsuka and V. McKoy, Phys. Rev. A 30, 1734 (1984)], which i...
We discuss some recent developments in the implementation of the Schwinger multichannel method for e...