Volker Reitmann
PD Dr. rer. nat. habil.

Liste neuerer Publikationen

[95] Determining Modes and Almost Periodic Integrals for Cocycles.
In: Differential Equations, Vol. 47, No. 13, 1837–1852, Pleiades Publishing, Ltd., 2011.
(Co-authors: Ermakov, I.V., Kalinin, Yu.N.)

[94] Определяющие моды и почти периодические интегралы для коциклов
In: Differentsial’nye Uravneniya, Vol. 47, No. 13, 1–19, 2011.
(Co-authors: Ermakov, I.V., Kalinin, Yu.N.)

[93] Stability analysis for Maxwell's equation with a thermal effect in one space dimension.
Journal of Mathematical Sciences, accepted for publication.
(Co-author: Yumaguzin, N.)

[92] Asymptotic behavior of Maxwell's equation in one-space dimension with thermal effect.
In: Proc. of the 8th AIMS Conference on Dynamical Systems, Differential Equations and Applications, Dresden, Germany, 2010.
Discrete and Continuous Dynamical Systems - Supplement, Vol. II, 754-762, 2011.
(Co-authors: Kalinin, Yu., Yumaguzin, N.)

[91] О верхних оценках размерности Хаусдорфа отрицательно инвариантных множеств локальных коциклов.
Серия 1. Математика, механика и астрономия, Вып. 4, с. 61-70, 2011.
(Co-author: Slepukhin, A.S.)

[90] Верхние оценки Хаусдорфой размерности отрицательно инвариантных множеств локальных коциклов.
Доклады Академии Наук. Серия 1. Математика, том 439, № 6, с. 736-739, 2011.
(Co-authors: Leonov, G.A., Slepukhin, A.S.)

[89] Lyapunov functions in Hausdorff dimension estimates of cocycle attractors.
In: Proc. of the 5th Intern. Conf. on Physics and Control (PhysCon2011), León, Spain, 2011.
(Co-authors: Leonov, G.A., Slepukhin, A.S.)

[88] Stability analysis for Maxwell's equation with a thermal effect in one space dimension.
In: Proc. of the Sixth Intern. Conf. on Differential and Functional Differential Equations , Moscow, Russia, 2011.
(Co-author: Yumaguzin, N.)

[87] Determining functionals for cocycles and application to the microwave heating problem.
In: Proc. of the Intern. Conf. Equadiff 2011 , Loughborough, UK, 2011.
(Co-author: Ermakov, I.)

[86] On Upper Estimates for the Hausdorff Dimension of Negatively Invariant Sets of Local Cocycles.
Vestnik St. Petersburg University. Mathematics, 2011, Vol. 44, No 4, 292-300. (c) Alerton Press, Inc., 2011.
(Co-author: Slepukhin, A.S.)

[85] Upper Estimates for the Hausdorff Dimension Estimates of Negatively Invariant Sets of Local Cocycles.
Doklady Mathematics, 2011, Vol. 84, No 1, 1-4, Pleiades Publishing, Ltd., 2011.
(Co-authors: Leonov, G.A., Slepukhin, A.S.)

[84] Absolute observation stability for evolutionary variational inequalities.
In: World Scientific Publishing Co., Scientific Series on Nonlinear Science, Series B, Vol.14, 2010.
(Co-author: Leonov, G.A.)

[83] Upper Hausdorff dimension estimates for the global attractors of nonautonomous systems.
In: Proc. of the Intern. Conf. "Topology, Geometry, and Dynamics: Rokhlin Memorial", St. Petersburg, 60 - 63, 2010.
(Co-authors: Leonov, G.A., Slepukhin, A.S.)

[82] Realization theory methods for the stability investigation of nonlinear infinite-dimensional input-output systems.
In: Proc. of the Intern. Conf. EQUADIFF 11, Brno 2009, Mathematica Bohemica, 136 (2), 185 - 194, 2011.

[81] Stratification of approximating surfaces for the Lorenz attractor.
In: Proc. of the 4th Intern. Sci. Conf. on Physics and Control, Catania, Italy, 2009.
(Co-authors: Leonov, G.A., Malykh, A.E.)

[80] Absolute observation stability for evolutionary variational inequalities.
In: Proc. of the 6th EUROMECH Conference ENOC 2008 , St. Petersburg, 2008.
(Co-author: G.A.Leonov)

[79] Dynamische Systeme und Chaos. Kap. 17 (52 Seiten)
Mathematische Steuerungstheorie. Kap. 18 (10 Seiten)
In: Bronstein, I. N., Semendyaev, K. A., Musiol, G., und H. Mühlig (Eds.), Taschenbuch der Mathematik. Harri Deutsch, Frankfurt/M., 2008.

[78] Hausdorff dimension estimates by use of a tubular Carathéodory structure and their application to stability theory.
In: "Advances in Chaotic Dynamics and Applications", Cambridge Scientific Publishers, 2007.
(Co-authors: G.A.Leonov, K. Gelfert)

[77] On a generalization of Leonov's invariant cones method for boundary control problems.
In: Proc. of the Intern. Conf. Equadiff 07, Wien, 2007.

[76] Frequency domain conditions for the existence of Bohr almost periodic solutions in evolution equations.
In: Proc. of the 3rd IFAC Workshop "Periodic control systems", St. Petersburg, 2007.

[75] Zum Wirken Leonard Eulers in St. Petersburg aus der Sicht der Stabilitätstheorie elastischer Systeme.
In: SITZUNGSBERICHTE DER LEIBNIZ-SOZIETÄT, trafo Verlag Berlin, Band 94, 33-41, 2007.
(Co-author: G.A.Leonov)

[74] Estimation of dynamic buckling loads in approximate shell models via frequency-domain methods.
3rd International Conference "Physics and Control" (PhysCon 2007) September 3-7, 2007, Potsdam, Germany
In: Proc. Intern. Conf. "Physics and Control", Potsdam, 2007.
(Co-author: A. Burtseva)

[73] Realization theory methods for the construction of positively invariant sets.
3rd International Conference "Physics and Control" (PhysCon 2007), September 3-7, 2007, Potsdam, Germany
In: Proc. Intern. Conf. "Physics and Control", Potsdam, 2007.
(Co-author: N. Kuznetsov)