Author

Kolganova, Elena A.

INSPIRE profile1002343 ORCID0000-0002-8149-0923

7 papers·200 citations in this corpus

	Paper	Category
Jul 3, 2026#42607.01745	Quasiparticle structure and $α$ -decay scheme of nuclei along alpha-decay chain of $^{288}$ Mc L.A.Malov · N.Yu.Shirikova · A.N.Bezbakh · E.A.Kolganova · R.V.Jolos	nucl-th	PRC	1
Dec 17, 2025#32512.14334	Analysis of correlations between dipole transitions $1_{1}^{-} \to 0_{1}^{+}$ and $3_{1}^{-} \to 2_{1}^{+}$ based on the collective model R.V. Jolos · E.A. Kolganova	nucl-th	PRC	0
Apr 30, 2025#32504.20604	Investigation of the properties of $1_{1}^{-}$ excited states of even-even nuclei R.V.Jolos · E.A.Kolganova	nucl-th	PRC	2
Nov 25, 2021#12111.12402	Evolution of the phenomenologically determined collective potential along the chain of Zr isotopes E.V. Mardyban · E.A. Kolganova · T.M. Shneidman · R.V. Jolos	nucl-th	PRC	5
Nov 12, 2021#12111.05919	Prediction of the excitation energies of the 2 $_{1}^{+}$ states for superheavy nuclei based on the microscopically derived Grodzins relation N.Yu. Shirikova · A.V. Sushkov · L.A. Malov · E.A. Kolganova · R.V. Jolos	nucl-th	PRC	6
Apr 30, 2020#12004.13790	Description of the low-lying collective states of $^{96}$ Zr based on the quadrupole-collective Bohr Hamiltonian E.V. Mardyban · E.A. Kolganova · T.M. Shneidman · R.V. Jolos · N. Pietralla	nucl-th	PRC	12
Jan 9, 2019#21901.02382	Description of shape coexistence in $^{96}$ Zr based on the collective quadrupole Bohr Hamiltonian D.A. Sazonov · E.A. Kolganova · T.M. Shneidman · R.V. Jolos · N. Pietralla · W.Witt	nucl-th	PRC	21

Quasiparticle structure and $α$ -decay scheme of nuclei along alpha-decay chain of $^{288}$ Mc
L.A.Malov · N.Yu.Shirikova · A.N.Bezbakh · E.A.Kolganova · R.V.Jolos
Jul 3, 2026#4nucl-thPRC1 citation
Analysis of correlations between dipole transitions $1_{1}^{-} \to 0_{1}^{+}$ and $3_{1}^{-} \to 2_{1}^{+}$ based on the collective model
R.V. Jolos · E.A. Kolganova
Dec 17, 2025#3nucl-thPRC0 citations
Investigation of the properties of $1_{1}^{-}$ excited states of even-even nuclei
R.V.Jolos · E.A.Kolganova
Apr 30, 2025#3nucl-thPRC2 citations
Evolution of the phenomenologically determined collective potential along the chain of Zr isotopes
E.V. Mardyban · E.A. Kolganova · T.M. Shneidman · R.V. Jolos
Nov 25, 2021#1nucl-thPRC5 citations
Prediction of the excitation energies of the 2 $_{1}^{+}$ states for superheavy nuclei based on the microscopically derived Grodzins relation
N.Yu. Shirikova · A.V. Sushkov · L.A. Malov · E.A. Kolganova · R.V. Jolos
Nov 12, 2021#1nucl-thPRC6 citations
Description of the low-lying collective states of $^{96}$ Zr based on the quadrupole-collective Bohr Hamiltonian
E.V. Mardyban · E.A. Kolganova · T.M. Shneidman · R.V. Jolos · N. Pietralla
Apr 30, 2020#1nucl-thPRC12 citations
Description of shape coexistence in $^{96}$ Zr based on the collective quadrupole Bohr Hamiltonian
D.A. Sazonov · E.A. Kolganova · T.M. Shneidman · R.V. Jolos · N. Pietralla · W.Witt
Jan 9, 2019#2nucl-thPRC21 citations

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Kolganova, Elena A.

Quasiparticle structure and α-decay scheme of nuclei along alpha-decay chain of 288Mc

Analysis of correlations between dipole transitions 11−​→01+​ and 31−​→21+​ based on the collective model

Investigation of the properties of 11−​ excited states of even-even nuclei

Evolution of the phenomenologically determined collective potential along the chain of Zr isotopes

Prediction of the excitation energies of the 21+​ states for superheavy nuclei based on the microscopically derived Grodzins relation

Description of the low-lying collective states of 96Zr based on the quadrupole-collective Bohr Hamiltonian

Description of shape coexistence in 96Zr based on the collective quadrupole Bohr Hamiltonian

Quasiparticle structure and $α$ -decay scheme of nuclei along alpha-decay chain of $^{288}$ Mc

Analysis of correlations between dipole transitions $1_{1}^{-} \to 0_{1}^{+}$ and $3_{1}^{-} \to 2_{1}^{+}$ based on the collective model

Investigation of the properties of $1_{1}^{-}$ excited states of even-even nuclei

Prediction of the excitation energies of the 2 $_{1}^{+}$ states for superheavy nuclei based on the microscopically derived Grodzins relation

Description of the low-lying collective states of $^{96}$ Zr based on the quadrupole-collective Bohr Hamiltonian

Description of shape coexistence in $^{96}$ Zr based on the collective quadrupole Bohr Hamiltonian