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Dive into the research topics where G. Lévai is active.

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Featured researches published by G. Lévai.


Physical Review C | 1993

Algebraic C12+12C cluster model of the Mg24 nucleus

J. Cseh; G. Lévai; W. Scheid

A semimicroscopic algebraic [sup 12]C+[sup 12]C cluster model is applied to describe the structure of the [sup 24]Mg nucleus. The spectrum of the [ital T]=0 states is analyzed in terms of this configuration with [sup 12]C clusters allowed to occupy their 0[sup +](0.0 MeV), 2[sup +](4.439 MeV), and 4[sup +](14.038 MeV) states. About a hundred experimental levels below [ital E][sub [ital x]][congruent]16 MeV are assigned to model bands. A large number of observed reduced [ital E]2 transition probabilities are reproduced fairly well indicating the approximate realization of SU(3) dynamical symmetry. The spectrum of molecular resonances is also described reasonably well. [ital E]2 transitions within this region are found to be significantly weaker than what has been predicted by other models.


Nuovo Cimento Della Societa Italiana Di Fisica A-nuclei Particles and Fields | 1997

The Semimicroscopic Algebraic Cluster Model: I. — Basic concepts and relations to other models

J. Cseh; G. Lévai; A. Algora; P. O. Hess; K. Kato

SummaryThe basic concepts of the Semimicroscopic Algebraic Cluster Model, and its relation to other approaches are reviewed. Possible extensions to heavy nuclei and the connection to cold fission are also discussed.


Physical Review C | 1993

Algebraic [sup 12]C+[sup 12]C cluster model of the [sup 24]Mg nucleus

J. Cseh; G. Lévai; W. Scheid

A semimicroscopic algebraic [sup 12]C+[sup 12]C cluster model is applied to describe the structure of the [sup 24]Mg nucleus. The spectrum of the [ital T]=0 states is analyzed in terms of this configuration with [sup 12]C clusters allowed to occupy their 0[sup +](0.0 MeV), 2[sup +](4.439 MeV), and 4[sup +](14.038 MeV) states. About a hundred experimental levels below [ital E][sub [ital x]][congruent]16 MeV are assigned to model bands. A large number of observed reduced [ital E]2 transition probabilities are reproduced fairly well indicating the approximate realization of SU(3) dynamical symmetry. The spectrum of molecular resonances is also described reasonably well. [ital E]2 transitions within this region are found to be significantly weaker than what has been predicted by other models.


Physical Review C | 1993

AlgebraicC12+12C cluster model of theMg24nucleus

J. Cseh; G. Lévai; W. Scheid

A semimicroscopic algebraic [sup 12]C+[sup 12]C cluster model is applied to describe the structure of the [sup 24]Mg nucleus. The spectrum of the [ital T]=0 states is analyzed in terms of this configuration with [sup 12]C clusters allowed to occupy their 0[sup +](0.0 MeV), 2[sup +](4.439 MeV), and 4[sup +](14.038 MeV) states. About a hundred experimental levels below [ital E][sub [ital x]][congruent]16 MeV are assigned to model bands. A large number of observed reduced [ital E]2 transition probabilities are reproduced fairly well indicating the approximate realization of SU(3) dynamical symmetry. The spectrum of molecular resonances is also described reasonably well. [ital E]2 transitions within this region are found to be significantly weaker than what has been predicted by other models.


Physical Review C | 2010

Search for critical-point nuclei in terms of the sextic oscillator

G. Lévai; J. M. Arias


Physical Review C | 1992

Semimicroscopic algebraic study of the alpha -cluster states of the 18O nucleus.

G. Lévai; J. Cseh; W. Scheid


Physical Review C | 1996

Geometrical interpretation of the semimicroscopic algebraic cluster model

P. O. Hess; G. Lévai; J. Cseh


Physical Review C | 1991

Algebraic approach to cluster states in odd-mass nuclei. I. Energy spectrum

G. Lévai; J. Cseh


Physical Review C | 1998

Coexistence of Cluster Configurations in the 32S Nucleus

J. Cseh; G. Lévai; A. Ventura; L. Zuffi


Physical Review C | 1991

Algebraic approach to cluster states in odd-mass nuclei. II. Electromagnetic and other properties.

G. Lévai; J. Cseh

Collaboration


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J. Cseh

Hungarian Academy of Sciences

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W. Scheid

University of Giessen

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P. O. Hess

National Autonomous University of Mexico

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A. Algora

Hungarian Academy of Sciences

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W. Scheid

University of Giessen

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K. Kat

Hokkaido University

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A. Ventura

Istituto Nazionale di Fisica Nucleare

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