Publications

1. E.M. Varfolomeev and L.E. Rossovskii, Functional Differential Equations and Their Applications to Investigation of Neuron Networks and Transmission of Information by Nonlinear Laser Systems with Feedback [in Russian] — PFUR, Moscow, 2008, 244 p. (PDF, 1.3 Mb)
2. E.M. Varfolomeev, On Some Properties of Parabolic and Non-Self-Adjoint Elliptic Functional Differential Operators, [in Russian] PhD thesis in mathematics, defended 27 April, 2007, Moscow State University. (PDF, 603 Kb) See abstract (PDF, 160 Kb)
3. E.M. Varfolomeev, “The normality of elliptic functional differential operators with a finite number of transformations of variables” [in Russian], Spectral and evolution problems, Proceedings of 17th Crimean Autumn Mathematical School-Symposium, 17, 22-27 (2007). (PDF, 131 Kb)
4. E.M. Varfolomeev, “Linear parabolic functional differential equations with transformations of spatial variables” [in Russian], XLII All-Russian conference on problems of mathematics, informatics, physics and chemistry, Peoples’ Frienship University, Moscow, 2007, Abstracts, Sections of mathematics and informatics, p. 9 (2007). (PDF, 89 Kb)
5. E.M. Varfolomeev, “Andronov—Hopf bifurcation for quasi-linear parabolic functional differential equations with transformations of spatial variables,” Russian Mathematical Surveys, 62, Number 2, 398-400 (2007). (PDF, 333 Kb)
6. E.M. Varfolomeev, “On some properties of elliptic and parabolic functional differential operators, arising in nonlinear optics” [in Russian], Sovremennaya Matematika. Fundamental’nye Napravleniya, 21, 5-36 (2007). (PDF, 412 Kb)
7. E.M. Varfolomeev, “On the Andronov-Hopf bifurcation for parabolic functional differential equations with transformations of arguments in lower terms” [in Russian], All-Ukrainian scientific conference for young scientists and students on differential equations and their applications dedicated to 100th anniversary of Ya. B. Lopatinskiy, DonNU, Donetsk, 2006. Abstracts, 27-28 (2006). (PDF, 109 Kb)
8. E.M. Varfolomeev, “The normality of an elliptic functional differential operator with two transformations of variables” [in Russian], Spectral and evolution problems, Proceedings of 16th Crimean Autumn Mathematical School-Symposium, 16, 118-122 (2006). (PDF, 139 Kb)
9. E.M. Varfolomeev, “The normality of some elliptic functional-differential operators of second order,” Russian Mathematical Surveys, 61, Number 1, 184-185 (2006). (PDF, 119 Kb)
10. E.M. Varfolomeyev, “The normality of some elliptic functional differential operators with finite number of transformations of variables” [in Russian], XLII All-Russian conference on problems of mathematics, informatics, physics and chemistry, Peoples’ Frienship University, Moscow, 2006, Abstracts, Sections of mathematics and informatics, p. 16 (2006). (PDF, 98 Kb)
11. E.M. Varfolomeyev, “On the existence of orthonormal basis consisting of eigenfunctions of elliptic functional differential operators,” Functional Differential Equations, 13, № 2, 267-304 (2006). (PDF, 378 Kb)
12. E.M. Varfolomeyev, “On the normality of some elliptic functional differential operators,” 4th Int. Conf. on Diff. and Funct. Diff. Equations, Steklov Math. Inst., Мoscow, 2005, Abstracts, 80-81 (2005). (PDF, 51 Kb)
13. G.A. Kamenskii and E.M. Varfolomeyev, “Approximate solution of variational problems for the mixed type nonlocal functionals,” Siberian J. of Numer. Mathematics, 7, № 2, 115-123 (2004). (PDF, 135 Kb)