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Dive into the research topics where Z. Aouissat is active.

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Featured researches published by Z. Aouissat.


Physical Review C | 1999

Dropping sigma-meson mass and in-medium s-wave pion-pion correlations

Z. Aouissat; G. Chanfray; P. Schuck; J. Wambach

The influence of a dropping sigma-meson mass on previously calculated in-medium pion-pion correlations in the J=I=0 (sigma-meson) channel is investigated. It is found that the invariant-mass distribution around the vacuum threshold experiences a further strong enhancement with respect to standard many-body effects. The relevance of this result for the explanation of recent


Physical Review C | 2000

Single boson images via an extended Holstein-Primakoff mapping

Z. Aouissat

A(\pi,2\pi)X


Nuclear Physics | 2001

Chiral fluctuations in nuclei

J. Wambach; Z. Aouissat; P. Schuck

data is pointed out.


Physical Review C | 1999

Symmetry conserving non-perturbative s-wave renormalization of the pion in hot and baryonic dense medium

Z. Aouissat; M. Belkacem

The Holstein-Primakoff mapping for pairs of bosons is extended in order to accommodate single boson mapping. The proposed extension allows a variety of applications and especially puts the formalism at finite temperature on firm ground. The new mapping is applied to the


Nuclear Physics | 1998

Symmetry conserving dynamical mappings

Z. Aouissat

O(N+1)


Physical Review C | 2001

Importance of single boson and single fermion mappings in the thermal boson expansion

Z. Aouissat; A. Storozhenko; A. Vdovin; J. Wambach

anharmonic oscillator with global symmetry broken down to


Physical Review C | 2004

Extended Holstein-Primakoff mapping for the next-to-leading order of the 1/N expansion at finite temperature

Alan A. Dzhioev; Z. Aouissat; A. Storozhenko; A. I. Vdovin; J. Wambach

O(N).


Physical Review C | 2001

Self-consistent random phase approximation in a schematic field theoretical model

T. Bertrand; P. Schuck; G. Chanfray; Z. Aouissat; J. Dukelsky

It is explicitly demonstrated that N-Goldstone modes appear. This result generalizes the Holstein-Primakoff mapping for interacting bosons as developed by Aouissat, Schuck, and Wambach [Nucl. Phys. A618, 402 (1997)].


Nuclear Physics | 2005

Symmetry conserving 1/N expansion and extended Holstein-Primakoff mapping for anharmonic O(N + 1) oscillator model

Alan A. Dzhioev; J. Wambach; A. I. Vdovin; Z. Aouissat

The near-threshold enhancement in the π+π− invariant mass distribution in nuclei, observed by CHAOS collaboration [1] and for ππ pairs by the Crystal Ball collaboration [2], offers the interesting possibility of directly observing a signal for partial restoration of chiral symmetry in a dense medium. There seems to be theoretical consensus on a strong in-medium reshaping of the s-wave isoscalar pion-pair correlations as a direct consequence of increased fluctuations of the chiral order parameter. This translates into a significant downward shift of the strength in the ππ T -matrix in the scalar-isoscalar channel as seen in Fig. 1.


arXiv: High Energy Physics - Phenomenology | 2004

Anharmonic O(N) oscillator model in next-to-leading order of the 1/N expansion

Alan Dzhioev; J. Wambach; A. I. Vdovin; Z. Aouissat

A non-perturbative s-wave renormalization of the pion in a hot and baryon rich medium is presented. This approach proceeds via a mapping of the canonical pion into the axial Noethers charge. The mapping was made dynamical in the Hartree-Fock-Bogoliubov random phase approximation (HFB-RPA). It is shown that this approach, while order mixing, is still symmetry conserving both in the baryon free and baryon rich sectors, at zero as well as finite temperature. The systematic character of this approach is emphasized and it is particularly argued that it may constitute an interesting alternative for the non-perturbative assessment of the nuclear matter saturation properties.

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P. Schuck

Joseph Fourier University

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A. I. Vdovin

Joint Institute for Nuclear Research

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Alan A. Dzhioev

Joint Institute for Nuclear Research

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J. Dukelsky

Spanish National Research Council

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