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[4] Sliv, L. A., Band, I. M.: Tablicy koefficientov vnutrennej konversii gamma-lučej, časť 1 — K-oboločka. Izdat. AN SSSR, Moskva-Leningrad 1956; Sliv, L. A., Band, I. M.: Tablicy koefficientov vnutrennej konversii gamma-lučej, časť 2 — L-oboločka. Izdat. AN SSSR, Moskva-Leningrad 1958.

[5] Rose, M. E.: Internal Conversion Coefficients. North-Holland, Amsterdam 1958.

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[7] Band, I. M., Trzhaskovskaya, M. B.: Tablicy koefficientov vnutrennej konversii gamma-lučej na K-, L- i M-oboločkach, ${10\le {\rm Z}\le 104}$. Leningradskij Institut Jaděrnoj Fiziki, Leningrad 1978.

[8] Band, I. M., Listengarten, M. A., Feresin, A. P.: Anomalii v koefficientach vnutrennej konversii gamma-lučej. Nauka, Leningrad 1976.

[9] Dragoun, O., Pauli, H. C., Schmutzler, F.: Tables of internal conversion coefficients for N-subshell electrons. Nucl. Data Tables A6 (1969), 235.

[10] Dragoun, O.: High-Energy Internal Conversion Coefficients. Nucl. Phys. A132 (1969), 374.

[11] Trusov, V. F.: Internal conversion coefficients for high-energy transitions. Nucl. Data Tables 10 (1972), 477.

[12] Dragoun, O., Plajner, Z., Schmutzler, F.: Contribution of outer atomic shells to total internal conversion coefficients. Nucl. Data Tables 9 (1971), 119.

[13] Band, I. M., Sliv, L. A., Trzhaskovskaya, M. B.: Formation region of internal conversion coefficients. Nucl. Phys. A156 (1970), 170.

[14] Roesel, F., Fries, H. M., Alder, K., Pauli, H. C.: Internal conversion coefficients for all atomic shells. At. Data Nucl. Data Tables 21 (1978), 91.

[15] Ryšavý, M., Dragoun, O., Vinduška, M.: Nuclear structure effect in internal conversion of the 166 keV hindered M1 transition in $^{139}$La. Czech. J. Phys. B27 (1977), 538.

[16] Band, I. M., Listengarten, M. A., Trzhaskovskaya, M. B.: Kompleks programm RAINE “Reljativistskij atom, vzaimodějstvie elektromagnitnogo izlučenija jadra s elektronami atoma”. Preprint No. 1479, Leningradskij Institut Jadernoj Fiziki, Leningrad 1989.

[17] Dragoun, O., Ryšavý, M., Günther, C.: Multipole character of the proposed 220 eV transition in $^{229}$Pa. Phys. Rev. C47 (1993), 870.

[18] Dragoun, O., Brabec, V., Ryšavý, M., Špalek, A: Internal Converion Coefficients in the Hartree-Fock Atomic Model. Calculations and Experiments for $^{199}$Hg. Z. Physik A281 (1977), 347.

[19] Fujioka, M., Takashima, M., Kanbe, M., Dragoun, O., Ryšavý, M.: Internal Conversion of Valence Shell Electrons. Measurement and Analysis for the 10.84 keV Transition in $^{206}$Bi. Z. Phys. A — Atoms and Nuclei 299 (1981), 283; Ryšavý, M., Dragoun, O.: What Can we Learn from the Internal-Conversion Electron Spectra of Multiply Charged Krypton Ions? Europhys. Lett. 17 (1992), 303.

[20] Dragoun, O., Ryšavý, M., Špalek, A.: Internal conversion for superheavy elements. J. Phys. G: Nucl. Part. Phys. 26 (2000), 1461; Ryšavý, M., Dragoun, O.: K-shell, L-subshell, and total internal conversion coefficients for superheavy elements. At. Data Nucl. Data Tables 78 (2001), 129.

[21] Dragoun, O.: Internal Conversion-Electron Spectroscopy. Adv. Electronics Electron Phys. 60 (1983), 1, ed. Peter W. Hawkes.

[22] Dragoun, O., Fišer, M., Brabec, V., Kovalík, A., Kuklík, A., Mikušík, P.: A new method of valence state determination based on measurements of internal conversion electrons. Phys. Lett. 99A (1983), 187.

[23] Ryšavý, M., Dragoun, O.: On the reliability of the theoretical internal conversion coefficients. J. Phys. G: Nucl. Part. Phys. 26 (2000), 1859.