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physics, nuclear (9) 9
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shapes (5) 5
physics, particles & fields (4) 4
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Physical Review C, ISSN 0556-2813, 11/2015, Volume 92, Issue 5
Journal Article
Physical Review C - Nuclear Physics, ISSN 0556-2813, 11/2015, Volume 92, Issue 5
Journal Article
PHYSICAL REVIEW C, ISSN 0556-2813, 11/2015, Volume 92, Issue 5
The spherical to gamma-unstable nuclei shape-phase transition in odd-A nuclei is investigated by using the dual algebraic structures and the affine SU(1,1) Lie... 
ISOTOPES | SYSTEMS | PHYSICS, NUCLEAR | BOSON-FERMION MODEL | CRITICAL-POINT | REGION
Journal Article
International Journal of Modern Physics E, ISSN 0218-3013, 06/2017, Volume 26, Issue 6, p. 1750036
In this paper, the interacting boson–fermion model generalized by considering an np-boson and the single nucleon as a vector coupled in isospin to the bosons... 
Interacting boson-fermion model | quantum phase transition | affine SU(1, 1) algebra | isospin invariant | LIMITS | NUCLEI | affine SU(1,1) algebra | PHYSICS, NUCLEAR | MIXED-SYMMETRY STATES | BOSON-FERMION MODEL | PHYSICS, PARTICLES & FIELDS
Journal Article
International Journal of Modern Physics E, ISSN 0218-3013, 10/2017, Volume 26, Issue 10, p. 1750070
In this paper, a transitional interacting boson model (IBM) Hamiltonian in both sd-(IBM) and sdg-IBM versions based on affine S U ( 1 , 1 ) Lie algebra is... 
Computer industry | Investigations
Journal Article
International Journal of Modern Physics E, ISSN 0218-3013, 08/2016, Volume 25, Issue 8, p. 1650048
In this paper, we have investigated the positive-parity states in the odd-mass transitional 1 2 3 − 1 3 5 Xe isotopes within the framework of the interacting... 
Interacting boson-fermion model | quantum phase transition | coherent state | affine SU (1, 1) algebra
Journal Article
Nuclear Physics, Section A, ISSN 0375-9474, 09/2018, Volume 977, pp. 129 - 145
Exact eigenenergies and the corresponding wave functions of the interacting boson system in transitional region are obtained by using the Bethe ansatz within... 
Bethe ansatz | Affine SU(1,1) Lie algebra | Quantum shape phase transition | Solvable method | Q-ANALOG | YANG-BAXTER EQUATION | SHAPES | PHYSICS, NUCLEAR | NUCLEAR-DATA SHEETS | MODEL | SUQ | ISOTOPES | Affine SU(1,1) | FRAMEWORK | EVEN | Lie algebra | ROTATIONAL SPECTRA
Journal Article
NUCLEAR PHYSICS A, ISSN 0375-9474, 04/2018, Volume 972, pp. 86 - 106
The q-deformed Hamiltonian for the SO(6) <--> U(5) transitional case in s, d interaction boson model (IBM) can be constructed by using affine SUq (1, 1) Lie... 
q-deforme | SU(1,1) algebraic model | STATES | ANALOG | DEFORMATIONS | INTERACTING BOSON MODEL | PHYSICS, NUCLEAR | DATA SHEETS | ROTATIONAL SPECTRA | Shape phase transition | SUQ
Journal Article
Nuclear Physics, Section A, ISSN 0375-9474, 09/2018, Volume 977, p. 129
Exact eigenenergies and the corresponding wave functions of the interacting boson system in transitional region are obtained by using the Bethe ansatz within... 
Algebra | Nuclear physics
Journal Article
Journal of Physics G: Nuclear and Particle Physics, ISSN 0954-3899, 09/2016, Volume 43, Issue 9, p. 95108
Journal Article
Nuclear Physics, Section A, ISSN 0375-9474, 01/2018, Volume 969, pp. 114 - 137
In this paper, a successful algebraic method based on the dual algebraic structure for three level pairing model in the framework of sdg IBM is proposed for... 
Dual algebraic structure | Transitional nuclei | Exactly solvable model | sdg interacting boson model | SYSTEM | STATES | SHAPES | PHYSICS, NUCLEAR | CLASSICAL LIMIT | ACCURACY | QUANTUM PHASE-TRANSITIONS | TRIAXIALITY | EVOLUTION | GAMMA-SOFTNESS | SPECTRA | Analysis | Nuclear physics
Journal Article
NUCLEAR PHYSICS A, ISSN 0375-9474, 03/2018, Volume 971, pp. 51 - 70
In this article, the negative-parity states in the odd-mass Rh103-109 isotopes in terms of the sd and sdg interacting-boson fermion models were studied. The... 
sdg-IBFM | SHAPES | PHYSICS, NUCLEAR | BINDING-ENERGIES | NUCLEAR-STRUCTURE | RH ISOTOPES | ALGEBRAIC-SOLUTIONS | Ground-state phase transition | TRIAXIALITY | GAMMA-SOFTNESS | EVEN NUCLEI | Algebraic model | ATOMIC-NUCLEI | COLLECTIVE MODEL
Journal Article
Nuclear Physics, Section A, ISSN 0375-9474, 04/2018, Volume 972, pp. 86 - 106
The q-deformed Hamiltonian for the SO(6)↔U(5) transitional case in s, d interaction boson model (IBM) can be constructed by using affine SUq(1,1) Lie algebra... 
q-deforme | [formula omitted] algebraic model | Shape phase transition | Analysis | Nuclear physics | Algebra
Journal Article
Nuclear Physics, Section A, ISSN 0375-9474, 03/2018, Volume 971, pp. 51 - 70
In this article, the negative-parity states in the odd-mass Rh103−109 isotopes in terms of the sd and sdg interacting-boson fermion models were studied. The... 
Ground-state phase transition | Algebraic model | sdg-IBFM
Journal Article
INTERNATIONAL JOURNAL OF MODERN PHYSICS E-NUCLEAR PHYSICS, ISSN 0218-3013, 10/2017, Volume 26, Issue 10
In this paper, a transitional interacting boson model (IBM) Hamiltonian in both sd-(IBM) and sdg-IBM versions based on affine SU(1, 1) Lie algebra is employed... 
SHAPES | PHASE-TRANSITIONS | PHYSICS, NUCLEAR | NUCLEAR-STRUCTURE | ALGEBRAIC-SOLUTIONS | REGION | O-LIKE NUCLEI | GAMMA-SOFTNESS | Triaxiality | INTERACTING BOSON MODEL | algebraic solvable model | ATOMIC-NUCLEI | COLLECTIVE MODEL | sdg interacting boson model | PHYSICS, PARTICLES & FIELDS
Journal Article
INTERNATIONAL JOURNAL OF MODERN PHYSICS E-NUCLEAR PHYSICS, ISSN 0218-3013, 08/2016, Volume 25, Issue 8
In this paper, we have investigated the positive-parity states in the odd-mass transitional Xe123-135 isotopes within the framework of the interacting... 
INTERACTING-BOSON MODEL | SHAPES | FERMION MODEL | affine SU(1,1) algebra | SEPARATION ENERGIES | PHYSICS, NUCLEAR | NUCLEAR-DATA SHEETS | CRITICAL-POINT | Interacting boson-fermion model | quantum phase transition | EVOLUTION | coherent state | PHYSICS, PARTICLES & FIELDS
Journal Article
Journal of Physics G: Nuclear and Particle Physics, ISSN 0954-3899, 08/2016, Volume 43, Issue 9
The building blocks of the interacting boson model (IBM) are associated with both s and d bosons for positive parity states. An extension of sd-IBM along these... 
E1 and E2 transition rates | dual algebraic structures | quantum phase transitions | spdf-interacting boson model (spdf-IBM) | SYSTEM | STATES | SYMMETRIES | PHYSICS, NUCLEAR | NUCLEAR-DATA SHEETS | LIMIT | SHAPE TRANSITION | ATOMIC-NUCLEI | PHYSICS, PARTICLES & FIELDS
Journal Article
International Journal of Modern Physics E, ISSN 0218-3013, 10/2017, Volume 26, Issue 10
Journal Article
Journal of Applied Electrochemistry, ISSN 0021-891X, 02/2020, Volume 50, Issue 2, pp. 281 - 294
Journal Article
07/2019
The Algebraic Cluster Model(ACM) is an interacting boson model that gives the relative motion of the cluster configurations in which all vibrational and... 
Physics - Nuclear Theory
Journal Article
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