The phase diagram of models with configuration mixing is investigated in mean-field approximation. The configurations correspond to different limits of a dynamical algebra U(n), such as U(n-1) and SO(n), and are allowed to mix. It is shown that this diagram has unusual properties not present in models with a single configuration. Applications to nuclear and molecular physics are discussed
We investigate the phase diagram of a discrete version of the Maier-Saupe model with the inclusion o...
Starting from successful self-consistent mean-field models, this paper discusses why and how to go b...
We study systems consisting of interacting spin particles which can have a positive or negative spin...
The phase diagram of models with configuration mixing is investigated in mean-field approximation. T...
International audienceThe phase diagram for the configuration mixed Interacting Boson Model is inves...
Starting from self-consistent mean-field models, we discuss how to include correlations from fluctua...
The case of U(5)--$\hat{Q}(\chi)\cdot\hat{Q}(\chi)$ mixing in the configuration-mixed Interacting Bo...
We explore the dynamical symmetries of the shell model number conserving algebra, which define three...
We describe a random matrix approach that can provide generic and readily soluble mean-field descrip...
For low–dimensional systems, (i.e. 2D and, to a certain extent, 1D) it is proved that mean–field the...
Quantum Phase Transitions arising in algebraic and collective models of nuclear structure are review...
The liquid gas phase transition in nuclear systems is a unique phenomenon, at the frontier of nuclea...
Most interesting and difficult problems in equilibrium statistical mechanics concern models which ex...
In this study we have developed a mean-field model to obtain the phase diagram for a mixture of liqu...
Integral equation theory calculations within the mean spherical approximation (MSA) and grand canoni...
We investigate the phase diagram of a discrete version of the Maier-Saupe model with the inclusion o...
Starting from successful self-consistent mean-field models, this paper discusses why and how to go b...
We study systems consisting of interacting spin particles which can have a positive or negative spin...
The phase diagram of models with configuration mixing is investigated in mean-field approximation. T...
International audienceThe phase diagram for the configuration mixed Interacting Boson Model is inves...
Starting from self-consistent mean-field models, we discuss how to include correlations from fluctua...
The case of U(5)--$\hat{Q}(\chi)\cdot\hat{Q}(\chi)$ mixing in the configuration-mixed Interacting Bo...
We explore the dynamical symmetries of the shell model number conserving algebra, which define three...
We describe a random matrix approach that can provide generic and readily soluble mean-field descrip...
For low–dimensional systems, (i.e. 2D and, to a certain extent, 1D) it is proved that mean–field the...
Quantum Phase Transitions arising in algebraic and collective models of nuclear structure are review...
The liquid gas phase transition in nuclear systems is a unique phenomenon, at the frontier of nuclea...
Most interesting and difficult problems in equilibrium statistical mechanics concern models which ex...
In this study we have developed a mean-field model to obtain the phase diagram for a mixture of liqu...
Integral equation theory calculations within the mean spherical approximation (MSA) and grand canoni...
We investigate the phase diagram of a discrete version of the Maier-Saupe model with the inclusion o...
Starting from successful self-consistent mean-field models, this paper discusses why and how to go b...
We study systems consisting of interacting spin particles which can have a positive or negative spin...
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