- O.N. Kirillov (2004) Destabilization paradox. Doklady Physics, 49(4): 239-245
url pdf - O.N. Kirillov, A.P. Seyranian (2004) Collapse of the Keldysh chains and stability of continuous non-conservative systems. SIAM Journal on Applied Mathematics, 64(4): 1383-1407
url pdf - A.P. Seyranian, O.N. Kirillov (2003) Effect of small dissipative and gyroscopic forces on the stability of nonconservative systems. Doklady Physics, 48(12): 679-684
url pdf - O.N. Kirillov, A.P. Seyranian (2002) Solution to the Herrmann-Smith problem. Doklady Physics, 47(10): 767-771
url pdf - O.N. Kirillov, A.P. Seyranian (2002) Metamorphoses of characteristic curves in circulatory systems. Journal of Applied Mathematics Mechanics, 66(3): 371-385
url pdf - O.N. Kirillov, A.P. Seyranian (2002) Collapse of Keldysh chains and the stability of non-conservative systems. Doklady Mathematics, 66(1): 127-131
url pdf - O.N. Kirillov, A.P. Seyranian (2002) A non-smooth optimization problem. Moscow University Mechanics Bulletin, 57(3): 1-6
url pdf - A.P. Seyranian, O.N. Kirillov (2001) Bifurcation diagrams and stability boundaries of circulatory systems. Theoretical and Applied Mechanics, 26: 135-168
url pdf - O.N. Kirillov, A.P. Seyranian (2001) Overlapping of frequency curves in non-conservative systems. Doklady Physics, 46(3): 184-189
url pdf - O.N. Kirillov (2000) Analysis of Stability Boundaries and Optimization of Circulatory Systems. Ph.D. Thesis, Lomonosov Moscow State University, 160 pp.
url pdf - O.N. Kirillov (1999) Optimization of stability of the flying bar. Young Scientists Bulletin – Applied Mathematics and Mechanics, 1(1): 64-78
url pdf - O.N. Kirillov (2004) Stabilizing and destabilizing effect of small velocity-dependent forces on non-conservative systems: new results. Proceedings in Applied Mathematics and Mechanics (PAMM), 4(1): 95-96
url pdf - O.N. Kirillov (2003) Collapse of Keldysh chains and stability boundaries of non-conservative systems. Proceedings in Applied Mathematics and Mechanics (PAMM), 2(1): 92-93
url pdf - O.N. Kirillov (2003) How do small velocity-dependent forces (de)stabilize a non-conservative system? Proceedings of the International Conference “Physics and Control”, St.-Petersburg, Russia, August 20-22, 2003, 4: 1090-1095
url pdf - O.N. Kirillov, A.P. Seyranian (2002) Overlapping of Characteristic Curves and Optimization of Nonconservative Systems. Proceedings of the 15th Nordic Seminar on Computational Mechanics, Aalborg, Denmark, Edited by E. Lund, N. Olhoff, J. Stegmann: 227-228
url pdf - O.N. Kirillov, A.P. Seyranian (2002) Metamorphoses of Characteristic curves and Optimization of Nonconservative Systems. Proceedings of XXX Summer School APM’2002. June 27 – July 6, 2002, St. Petersburg (Repino), Russia: 342-347
url pdf - O.N. Kirillov, A.P. Seyranian (2002) Bifurcation of Eigenvalues of Nonselfadjoint Differential Operators in Nonconservative Stability Problems. In: Offshore mechanics and Arctic Engineering; OMAE 2002: 31-37
url pdf - O.N. Kirillov, A.P. Seyranian (2000) Bifurcation of eigenvalues of nonselfadjoint differential operators with an application to mechanical problems. Proceedings of the Seminar “Time, Chaos and Mathematical Problems”, Eds.: R.I. Bogdanov and A.S. Pechentsov, 2: 217-240.
url pdf - O.N. Kirillov, A.P. Seyranian (2000) Optimality conditions in nonconservative stability problems. Topology optimization of structures and composite continua. In NATO Science Series II: Mathematics, Physics, and Chemistry. Edited by G.I.N. Rozvany and N. Olhoff, Kluwer, Dordrecht, 7: 363-365
url pdf - O.N. Kirillov, A.P. Seyranian (1999) Optimization of Stability of a Flying Column. 3rd World Congress of Structural and Multidisciplinary Optimization. Buffalo. New York (USA). May 17-21, 1999. Short paper proceedings, 2: 355-357
url pdf - O.N. Kirillov, A.P. Seyranian (1998) Optimization of Stability of a Flexible Missile under Follower Thrust. 7th AIAA/USAF/NASA/ISSMO Symposium on Multidisciplinary Analysis and Optimization. St. Louis. Missouri (USA). September 2-4. 1998. AIAA Paper #98-4969: 2063-2073
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Applied Mathematics, Mechanics, Mathematical Physics
Dr. Oleg N. Kirillov 