46
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64. Persson H, Lindgren I, Salomonson S et al (1996) Two-electron lamb-shift calculations on
heliumlike ions. Phys Rev Lett 76:204–207
65. Nagasawa T, Naga A, Nakano M (2004) Hyperfine splitting of hydrogen like atoms based on
relativistic mean field theory. Phys Rev C 69:034322
66. Shahbaz A, Muller C, Staudt A et al (2007) Nuclear signatures in high-order harmonic
generation from laser-driven muonic atoms. Phys Rev Lett 98:263901
67. Glushkov AV (2008) Relativistic quantum theory. Quantum mechanics of atomic systems.
Astroprint, Odessa
68. Khetselius OY (2011) Quantum structure of electroweak interaction in heavy finite fermisystems. Astroprint, Odessa
69. Glushkov AV, Rusov VD, Ambrosov SV, Loboda AV (2003) Resonance states of compound
super-heavy nucleus and EPPP in heavy nucleus collisions. In: Fazio G, Hanappe F (eds)
New projects and new lines of research in nuclear physics. World Scientific, Singapore, pp
126–132
70. Glushkov AV (2005) Energy approach to resonance states of compound superheavy nucleus
and EPPP in heavy nuclei collisions. In: Grzonka D, Czyzykiewicz R, Oelert W et al (eds)
Low energy antiproton physics, vol 796. AIP Conf Proc, New York, pp 206–210
71. Glushkov AV (2012) Spectroscopy of cooperative muon-gamma-nuclear processes: energy
and spectral parameters. J Phys Conf Ser 397:012011
72. Khetselius OY (2012) Relativistic energy approach to cooperative electron-γ-nuclear processes: NEET effect. In: Nishikawa K, Maruani J, Brändas E, Delgado-Barrio G, Piecuch
P (eds) Quantum systems in chemistry and physics: progress in methods and applications.
Series: progress in theoretical chemistry and physics, vol 26. Springer, Dordrecht, pp 217–229
73. Khetselius OY (2009) Relativistic perturbation theory calculation of the hyperfine structure
parameters for some heavy-element isotopes. Int J Quant Chem 109:3330–3335
74. Khetselius OY (2009) Relativistic calculation of the hyperfine structure parameters for heavy
elements and laser detection of the heavy isotopes. Phys Scripta T135:014023
75. Khetselius OY (2015) Optimized perturbation theory for calculating the hyperfine line shift
and broadening of heavy atoms in a buffer gas. In: Nascimento M, Maruani J, Brändas E,
Delgado-Barrio G (eds) Frontiers in quantum methods and applications in chemistry and
physics. Series: progress in theoretical chemistry and physics, vol 29. Springer, Cham, pp
55–76
76. Khetselius OY (2008) Hyperfine structure of atomic spectra. Astroprint, Odessa
77. Khetselius OY (2009) Atomic parity non-conservation effect in heavy atoms and observing
P and PT violation using NMR shift in a laser beam: to precise theory. J Phys Conf Ser
194:022009
78. Khetselius OY (2010) Relativistic hyperfine structure spectral lines and atomic parity
nonconservation effect in heavy atomic systems within QED theory. AIP Conf Proc
1290:29–33
79. Glushkov AV (1992) Oscillator strengths of Cs and Rb-like ions. J Appl Spectrosc 56(1):5–9
80. Glushkov AV (1990) Relativistic polarization potential of a many-electron atom. Sov Phys J
33(1):1–4
81. Serga IN, Dubrovskaya YV, Kvasikova AS, Shakhman AN, Sukharev DE (2012) Spectroscopy
of hadronic atoms: energy shifts. J Phys Conf Ser 397:012013
82. Khetselius OY, Glushkov AV, Gurskaya MY, Kuznetsova AA, Dubrovskaya YV, Serga
IN, Vitavetskaya LA (2017) Computational modelling parity nonconservation and electroweak interaction effects in heavy atomic systems within the nuclear-relativistic many-body
perturbation theory. J Phys Conf Ser 905:012029
83. Serga IN, Khetselius OY, Vitavetskaya LA, Bystryantseva AN (2017) Relativistic theory of
spectra of pionic atomic system 208 Pb with account of strong pion-nuclear interaction effects.
Photoelectronics 26:68–77
84. Bystryantseva AN, Yu Khetseliu O, Dubrovskaya YV, Vitavetskaya LA, Berestenko AG
(2016) Relativistic theory of spectra of heavy pionic atomic systems with account of strong
pion-nuclear interaction effects: 93 Nb, 173 Yb, 181 Ta, 197 Au. Photoelectronics 25:56–61
O. Yu. Khetselius et al.
64. Persson H, Lindgren I, Salomonson S et al (1996) Two-electron lamb-shift calculations on
heliumlike ions. Phys Rev Lett 76:204–207
65. Nagasawa T, Naga A, Nakano M (2004) Hyperfine splitting of hydrogen like atoms based on
relativistic mean field theory. Phys Rev C 69:034322
66. Shahbaz A, Muller C, Staudt A et al (2007) Nuclear signatures in high-order harmonic
generation from laser-driven muonic atoms. Phys Rev Lett 98:263901
67. Glushkov AV (2008) Relativistic quantum theory. Quantum mechanics of atomic systems.
Astroprint, Odessa
68. Khetselius OY (2011) Quantum structure of electroweak interaction in heavy finite fermisystems. Astroprint, Odessa
69. Glushkov AV, Rusov VD, Ambrosov SV, Loboda AV (2003) Resonance states of compound
super-heavy nucleus and EPPP in heavy nucleus collisions. In: Fazio G, Hanappe F (eds)
New projects and new lines of research in nuclear physics. World Scientific, Singapore, pp
126–132
70. Glushkov AV (2005) Energy approach to resonance states of compound superheavy nucleus
and EPPP in heavy nuclei collisions. In: Grzonka D, Czyzykiewicz R, Oelert W et al (eds)
Low energy antiproton physics, vol 796. AIP Conf Proc, New York, pp 206–210
71. Glushkov AV (2012) Spectroscopy of cooperative muon-gamma-nuclear processes: energy
and spectral parameters. J Phys Conf Ser 397:012011
72. Khetselius OY (2012) Relativistic energy approach to cooperative electron-γ-nuclear processes: NEET effect. In: Nishikawa K, Maruani J, Brändas E, Delgado-Barrio G, Piecuch
P (eds) Quantum systems in chemistry and physics: progress in methods and applications.
Series: progress in theoretical chemistry and physics, vol 26. Springer, Dordrecht, pp 217–229
73. Khetselius OY (2009) Relativistic perturbation theory calculation of the hyperfine structure
parameters for some heavy-element isotopes. Int J Quant Chem 109:3330–3335
74. Khetselius OY (2009) Relativistic calculation of the hyperfine structure parameters for heavy
elements and laser detection of the heavy isotopes. Phys Scripta T135:014023
75. Khetselius OY (2015) Optimized perturbation theory for calculating the hyperfine line shift
and broadening of heavy atoms in a buffer gas. In: Nascimento M, Maruani J, Brändas E,
Delgado-Barrio G (eds) Frontiers in quantum methods and applications in chemistry and
physics. Series: progress in theoretical chemistry and physics, vol 29. Springer, Cham, pp
55–76
76. Khetselius OY (2008) Hyperfine structure of atomic spectra. Astroprint, Odessa
77. Khetselius OY (2009) Atomic parity non-conservation effect in heavy atoms and observing
P and PT violation using NMR shift in a laser beam: to precise theory. J Phys Conf Ser
194:022009
78. Khetselius OY (2010) Relativistic hyperfine structure spectral lines and atomic parity
nonconservation effect in heavy atomic systems within QED theory. AIP Conf Proc
1290:29–33
79. Glushkov AV (1992) Oscillator strengths of Cs and Rb-like ions. J Appl Spectrosc 56(1):5–9
80. Glushkov AV (1990) Relativistic polarization potential of a many-electron atom. Sov Phys J
33(1):1–4
81. Serga IN, Dubrovskaya YV, Kvasikova AS, Shakhman AN, Sukharev DE (2012) Spectroscopy
of hadronic atoms: energy shifts. J Phys Conf Ser 397:012013
82. Khetselius OY, Glushkov AV, Gurskaya MY, Kuznetsova AA, Dubrovskaya YV, Serga
IN, Vitavetskaya LA (2017) Computational modelling parity nonconservation and electroweak interaction effects in heavy atomic systems within the nuclear-relativistic many-body
perturbation theory. J Phys Conf Ser 905:012029
83. Serga IN, Khetselius OY, Vitavetskaya LA, Bystryantseva AN (2017) Relativistic theory of
spectra of pionic atomic system 208 Pb with account of strong pion-nuclear interaction effects.
Photoelectronics 26:68–77
84. Bystryantseva AN, Yu Khetseliu O, Dubrovskaya YV, Vitavetskaya LA, Berestenko AG
(2016) Relativistic theory of spectra of heavy pionic atomic systems with account of strong
pion-nuclear interaction effects: 93 Nb, 173 Yb, 181 Ta, 197 Au. Photoelectronics 25:56–61