Author

Lévai, Géza

5 papers·121 citations in this corpus

	Paper	Category
Jul 12, 2013#3*1307.3007	Semimicroscopic algebraic description of $α$ -clustering in $^{22}$ Ne G. Lévai	nucl-th	PRC	8
Aug 17, 2011#8*1108.3283	Phenomenological and microscopic cluster models I. The geometric mapping H. Yépez-Martínez🇲🇽 · P. R. Fraser🇲🇽 · P. O. Hess🇲🇽 · G. Lévai🇭🇺	nucl-th	PRC	14
Aug 17, 2011#9*1108.3291	Phenomenological and microscopic cluster models II. Phase transitions P. R. Fraser🇲🇽 · H. Yépez-Martínez🇲🇽 · P. O. Hess🇲🇽 · G. Lévai🇭🇺	nucl-th	PRC	12
Nov 21, 2003#5*nucl-th/0311069	The sextic oscillator as a $γ$ -independent potential G. Lévai🇭🇺 · J. M. Arias🇪🇸	nucl-th	PRC	72
Aug 5, 1999#5*nucl-th/9908018	Continued fraction representation of the Coulomb Green's operator and unified description of bound, resonant and scattering states B. Kónya🇭🇺 · G. Lévai🇭🇺 · Z. Papp🇭🇺	nucl-th	PRC	10

Semimicroscopic algebraic description of $α$ -clustering in $^{22}$ Ne
G. Lévai
Jul 12, 2013#3*nucl-thPRC8 citations
Phenomenological and microscopic cluster models I. The geometric mapping
H. Yépez-Martínez🇲🇽 · P. R. Fraser🇲🇽 · P. O. Hess🇲🇽 · G. Lévai🇭🇺
Aug 17, 2011#8*nucl-thPRC14 citations
Phenomenological and microscopic cluster models II. Phase transitions
P. R. Fraser🇲🇽 · H. Yépez-Martínez🇲🇽 · P. O. Hess🇲🇽 · G. Lévai🇭🇺
Aug 17, 2011#9*nucl-thPRC12 citations
The sextic oscillator as a $γ$ -independent potential
G. Lévai🇭🇺 · J. M. Arias🇪🇸
Nov 21, 2003#5*nucl-thPRC72 citations
Continued fraction representation of the Coulomb Green's operator and unified description of bound, resonant and scattering states
B. Kónya🇭🇺 · G. Lévai🇭🇺 · Z. Papp🇭🇺
Aug 5, 1999#5*nucl-thPRC10 citations

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Lévai, Géza

Semimicroscopic algebraic description of α-clustering in 22Ne

Phenomenological and microscopic cluster models I. The geometric mapping

Phenomenological and microscopic cluster models II. Phase transitions

The sextic oscillator as a γ-independent potential

Continued fraction representation of the Coulomb Green's operator and unified description of bound, resonant and scattering states

Semimicroscopic algebraic description of $α$ -clustering in $^{22}$ Ne

The sextic oscillator as a $γ$ -independent potential