1. Shafranskii, Ya.M. Svoistva raspisanii dlya 2×n zadachi Bellmana - Dzhonsona s tochki zreniya vychislitel'nogo eksperimenta / Ya.M. Shafranskii, M.S. Barketov // Doklady Tret'ei Mezhdunar. konf. «Tanaevskie chteniya». - Minsk : OIPI NAN Belarusi, 2007. - S. 163-168.
2. Shafranskii, Ya.M. Zadachi teorii raspisanii s neopredelennymi parametrami: napravleniya issledovanii i nekotorye rezul'taty / Ya.M. Shafranskii // Informatika. - 2005. - № 3 (7). - C. 5-15.
3. Shafransky, Y. Scheduling jobs with uncertain parameters: analysis of research directions / Y. Shafransky // Operations Research Proc. 2005 / Eds. : H.-D. Haasis, H. Kopfer, J. Schoenberger. - Berlin, Heidelberg : Springer-Verlag, 2006. - R. 709-714.
4. Leshchenko, N.M. Optimal'noe po bystrodeistviyu obsluzhivanie konfliktnykh trebovanii s nefiksirovannymi dlitel'nostyami / N.M. Leshchenko, Yu.N. Sotskov // Izvestiya NAN Belarusi. Ser. fiz.-mat. nauk. - 2006. - № 4. - S. 103-110.
5. Schedule execution for two-machine flow-shop with interval processing times / N.M. Matsveichuk [et al.] // Mathematical and Computer Modelling. - 2009. - Vol. 49. - P. 991-1011.
6. Johnson, S.M. Optimal two- and three-stage production schedules with setup times included / S.M. Johnson // Naval Research Logistic Quarterly. - 1954. - Vol. 1. - P. 61-68.
7. Brucker, P. Scheduling Algorithms / P. Brucker. - Berlin, Heidelberg : Springer-Verlag, 1995. - 326 p.
8. Shafranskii, Ya.M. Zadachi teorii raspisanii s neopredelennymi parametrami: prioriteto-porozhdayushchie funktsionaly / Ya.M. Shafranskii // Informatika. - 2009. - № 1 (21). - C. 5-16.