V.~I.~Agoshkov, F.P.~Minuk, A.~S.~Rusakov, V.~B.~Zalesny, ``Study and Solution of Identification Problems for Nonstationary 2D- and 3D-Convection-Diffusion Equation,'' Russian~J. Numer. Anal. Math. Modelling {\bf 20}~(1), 19--43 (2005). O.~V.~Soboleva, ``Inverse Extremal Problems for a Stationary Convection-Diffusion-Reaction Equation,'' Dal'nevost. Mat.~Zh. {\bf 10}~(2), 170--184 (2010). % Соболева~ О.~В. % Обратные экстремальные задачи для стационарного уравнения % кон\-век\-ции-диффузии-реакции~// I.~S.~Vakhitov, ``Inverse Problem of Identification of an Unknown Coefficient in the Diffusion-Reaction Equation,'' Dal'nevost. Mat.~Zh. {\bf 10}~(2), 93--105 (2010). % Вахитов~ И.~С. % Обратная задача идентификации неизвестного коэффициента % в~ уравнении диффузии-реакции~// G.~V.~Alekseev and D.A.~Tereshko, ``Stationary Problems of Optimal Control for the Equations of Hydrodynamics of the Viscous Heat Conductivity Fluid,'' Sibirsk. Zh. Industr. Mat. {\bf 1}~(2), 24--44 (1998). % Алексеев~Г.~В., Терешко~Д.~А. % Стационарные задачи оптимального управления для уравнений % гидродинамики вязкой теплопроводности жидкости~// G.~V.~Alekseev and D.A.~Tereshko, ``Extremal Problems of Boundary Control for the Stationary Heat Convection Equations,'' Prikl. Mekh. Tekhn. Fiz. {\bf 51}~(4), 72--84 (2010). % Алексеев~ Г.~В., Терешко~ Д.~А. % Экстремальные задачи граничного управления для стационарных уравнений % тепловой конвекции~// G.~V.~Alekseev and A.M.~Khludnev, ``Stability of Solutions to Extremal Problems of Boundary Control for Stationary Heat Convection Equations,'' Sibirsk. Zh. Indust. Mat. {\bf 13}~(4), 5--18 (2010). % % Алексеев~ Г.~В., Хлуднев~ А.~М. % Устойчивость решений экстремальных задач граничного управления для % стационарных уравнений тепловой конвекции G.~V.~Alekseev and D.A.~Tereshko, ``Two-Parameter Extremal Problems of Boundary Control for the Stationary Equations of Heat Convection,'' Zh.~Vychisl. Mat. Mat. Fiz. {\bf 51}~(9), 1645--1664 (2011). % Алексеев~ Г.~В., Терешко~ Д.~А. % Двухпараметрические экстремальные задачи граничного управления для % стационарных уравнений тепловой конвекции V.~V.~Penenko, ``Variational Methods of Data Assimilation and Inverse Problems for Studying Atmosphere, Ocean, and the Environment,'' Sibirsk. Zh. Vychisl. Mat. {\bf 12}~(4), 421--434 (2009). % Пененко~ В.~В. % Вариационные методы усвоения данных и~ обратные задачи для изучения % атмосферы, океана и~ окружающей среды V.~I.~Agoshkov and V.~M.~Ipatova, ``Solvability of the Problem of the Observation Data Assimilation in a Three-Dimensional Model of the Ocean Dynamics,'' Differ. Uravn., {\bf 43}~(8), 1064--1075 (2007). % Агошков~ В.~И., Ипатова~ В.~М. % Разрешимость задачи усвоения данных наблюдений в~ трехмерной модели % динамики океана A.I.~Korotkii and D.A.~Kovtunov, ``Reconstruction of Boundary Regimes in the Inverse Heat Convection Problem for a~Highly Viscous Liquid,'' Trudy Inst. Mat. Mekh. {\bf 12}~(2), 88--97 (2006). % Короткий~ А.~И., Ковтунов~ Д.~А. % Реконструкция граничных режимов в~ обратной задаче тепловой конвекции % высоковязкой жидкости A.I.~Korotkii and D.A.~Kovtunov, ``Optimal Boundary Control of a System Describing Heat Convection,'' Trudy Inst. Mat. Mekh. {\bf 16}~(1), 76--101 (2010). % Короткий~ А.~И., Ковтунов~ Д.~А. % Оптимальное граничное управление системой, описывающей тепловую конвекцию~// V.~O.~Bytev and L.~I.~Shkutin, ``Asymmetric Pseudoelasticity,'' in {\it Proceedings of the XV Winter School on Continuum Mechanics. Part~I} (Ural Division of Russ. Akad. Sci., Ekaterinburg, 2007), pp.~166--169. I.~V.~Slezko, {\it Modeling of Some Processes of Asymmetric Pseudoelasticity}, Dis. Kand. Fiz.-Mat. Nauk (Tyumen, 2009) [Russian]. Yu.A.~Chirkunov, ``Group Foliation of the Lam\'e Equations of the Classical Dynamical Theory of Pseudoelasticity,'' Izv. Ross. Akad. Nauk Mekh. Tverd. Tela No.~3, 47--54 (2009) [Mech. Solids {\bf 44}~(3), 372--379 (2009)]. Yu.A.~Chirkunov, ``Linear Autonomy Conditions for the Basic Lie Algebra of a System of Linear Differential Equations,'' Dokl. Akad. Nauk {\bf 426}~(5) 605--607 (2009) [Doklady Math. {\bf 79}~(3), 415--417 (2009)]. Yu.A.~Chirkunov, ``Nonlinear Mappings Whose Jacobi Matrix Commutes with Constant Matrices of a~Ring,'' Vestnik Novosib. Gos. Univ. Ser. Mat. Mekh. Inform. {\bf 10}~(1), 108--118 (2010) [J.~Math. Sciences {\bf 186}~(3), 379--386 (2012)]. Yu.A.~Chirkunov, ``Systems of Linear Differential Equations with Non-$x$-Autonomous Basic Lie Algebra,'' Sibirsk. Zh.~Indust. Mat. {\bf 14}~(2), 112--123 (2011) [J.~Appl. Indust. Math. {\bf 6}~(1), 31--41 (2012)]. Yu.A.~.Chirkunov, ``A Criterion for the Existence of a Nonlinear Mapping Whose Jacobian Matrix Commutes With a~Matrix Ring,'' Siberian Adv. Math {\bf 21}~(4), 250--258 (2011). N.~I.~Ostrosablin, ``The General Solution and Reduction to Diagonal Form of a System of Equations of Isotropic Linear Elasticity,'' Sibirsk. Zh.~Indust. Mat. {\bf 12}~(2), 79--83 (2009) [J.~Appl. Indust. Math. {\bf 4}~(3), 354--358 (2010)]. S.~P.~D'yakov, ``On the Stability of Shock Waves,'' Zh.~Eksp. Teor. Fiz. {\bf 27}~(3), 288--296 (1954). V.~M.~Kontorovich, ``Concerning the Stability of Shock Waves,'' Zh.~Eksp. Teor. Fiz. {\bf 33}~(6), 1525--1526 (1957). S.~V.~Iordanskii, ``Stability of a~Plane Stationary Wave," Prikl. Mat. Mekh. {\bf 21}~(4), 465--472 (1957). R.~M.~Zaidel', ``Development of Perturbations in Plane Shock Waves,'' Prikl. Mech. Tech. Fiz. {\bf 8}~(4), 30--39 (1967) [J.~Appl. Mech. Tech. Phys. {\bf 8}~(4), 20--25 (1967)]. A.M.~Blokhin, {\it Energy Integrals in the Stability Problem of a Shock Wave}, Preprint (Inst. Mat. SO AN SSSR, Novosibirsk, 1982) [Russian]. A.M.~Blokhin and D.L.~Tkachev, ``Justification of the Courant--Friedrichs Hypothesis in the Problem of Flow Past a~Wedge'' (Tamara Rozhkovskaya Publ., Novosibirsk, 2011) [Russian]. S.~A.~Egorushkin, ``Nonlinear Instability of a Spontaneously Radiating Shock Wave,'' Izv. AN SSSR. Mekh. Zhidk. Gaza {\bf 19}~(3), 110--118 (1984) [Fluid Dynamics {\bf 19}~(3), 436--443 (1984)]. A.V.~Konyukhov, A.~R.~Likhachev, V.~E.~Fortov, A.M.~Oparin, and S.~I.~Anisimov, ``Neutrally Stable Shock Waves in Thermodynamically Nonideal Media: Theory and Practical Experiment,'' in {\it Proceedings of the International Conference ``9th Zababakhin Scientific Talks''} (Novosibirsk, 2007), pp.~1--14. A.M.~Blokhin, R.~S.~Bushmanov, and D.L.~Tkachev, ``On the Fulfillment of the Lopatinskii Condition in the Problem of a~Flow Past a~Wedge by a~Normal Gas,'' Preprint (Sobolev Inst. Math., Novosibirsk, 2011). Ya.~B.~Zel'dovich, ``On the Possibility of Rarefaction Shock Waves,'' Zh.~Eksp. Teor. Fiz. {\bf 16}~(4) 363--364 (1946). S.G.~Ovsepyan, ``On a Generating Set of Boundary Points in the Dirichlet Problem for the Equation of String Vibration in Multiply Connected Domains,'' Akad. Nauk Armyan. SSR Dokl. {\bf 39}~(4), 193--200 (1964). V.~M.~Borok, ``Uniqueness Classes of Solutions of the Boundary Value Problem in an Infinite Layer,'' Dokl. Akad. Nauk SSSR {\bf 183}~(5), 995--998 (1968). V.~M.~Borok, ``Uniqueness Classes of Solutions of the Boundary Value Problem in an Infinite Layer for Systems of Linear Partial Differential Equations with Constant Coefficients,'' Mat. Sbornik {\bf 79}~(2), 293--304 (1969). V.~M.~Borok, ``Correctly Solvable Boundary Value Problems in an Infinite Layer for Systems of Linear Partial Differential Equations,'' Dokl. Akad. Nauk SSSR. Mathematics {\bf 35}~(1), 185--201 (1971). V.~M.~Borok and I.~I.~Antypko, ``A Criterion for Unconditional Well-Posedness of the Boundary Value Problem in a~Layer,'' Function Theory, Functional Analysis and Their Applications {\bf 26}, 3--9 (1976). S.~L.~Sobolev, ''On a New Problem of Mathematical Physics,'' Dokl. Akad. Nauk SSSR. Mathematics {\bf 18}~(1), 3--50 (1954). S.~L.~Sobolev, ''On Motion of a Symmetric Top with a Cavity Filled with Fluid,'' J.~Appl. Mech. and Techn. Physics {\bf 3}, 20--55 (1960). R.~A.~Aleksandryan, {\it On the Dependence of Almost Periodicity of Solutions of Differential Equations on the Shape of the Domain}, Candidate's Dissertation in Physics and Mathematics (Moskov. Gos. Univ., Moscow, 1949). R.~Denchev, ''On the Spectrum of an Operator,'' Dokl. Akad. Nauk SSSR {\bf 126}~(2), 259--262 (1959). T.~I.~Zelenyak and M.~V.~Fokin, ``On Some Qualitative Properties of Solutions of the Sobolev Equations,'' in {\it Theory of Cubature Formulas and Applications of Functional Analysis to Some Problems of Mathematical Physics} (Nauka, Novosibirsk, 1973), pp.~121--124. M.~V.~Fokin, ``On the Dirichlet Problem for the Vibrating String Equation,'' in {\it Well-Posed Initial-Boundary Value Problems for Non-Classical Equations of Mathematical Physics} (Novosibirsk. Gos. Univ., Novosibirsk, 1981), pp.~178--182. S.~A.~Aldashev, ``The Well-Posedness of the Dirichlet Problem in the Cylindrical Domain for the Multidimensional Wave Equation,'' Math. Problems in Engineering, {\bf 2010}, Article ID 653215 (2010). S.~I.~Kabanikhin, M.A.~Bektemesov, D.~B.~Nurseitov, O.~I. Krivorotko, and A.~N.~Alimova, ``Optimization Method in Dirichlet Problem for Wave Equation,'' J.~Inverse Ill-Posed Probl. {\bf 20}~(2), 193--211 (2012). S.~I.~Kabanikhin and A.L.~Karchevsky, ``Method for Solving the Cauchy Problem for an Elliptic Equation,'' J.~Inverse Ill-Posed Prob. {\bf 3}~(1), 21--46 (1995). L.~A.~Nazarova ``Use of the Seismotectonic Data for Estimating the Stress Fields and Deformations of the Earth's Crust,'' Phys.-Techn. Probl. of Mining No.~1, 28--36 (1999). L.~A.~Nazarova, ``Simulation of the Volumetric Stress Fields in the Fault Zones of the Earth's Crust,'' Dokl. Akad. Nauk {\bf 342}~(6), 804--808 (1995). A.L.~Karchevskii, ``Numerical Solution of One-Dimensional Inverse Problem for the Elasticity System,'' Dokl. Akad. Nauk, Ross. Akad. Nauk {\bf 375}~(2), 235--238 (2000). A.L.~Karchevskii, ``Numerical Reconstruction of Medium Parameters of a~Member of Thin Anisotropic Layers,'' J.~Inverse Ill-Posed Probl. {\bf 12}~(5), 519--634 (2004). \ref\no{zag2} K.~V.~Vorontsov and A.O.~Koloskov, ``Profiles of Compactness and Isolation of Reference Objects in Metric Classification Algorithms,'' Art. Intelligence No.~2, 30--33 (2006). \ref\no{zag3} M.I.~Schlesinger, ``On the Spontaneous Sharing of Images,'' in {\it Reading Machines and Pattern Recognition} (Naukova Dumka, Kiev, 1965), pp.~46--61. \ref\no{zag4} N.~G.~Zagoruiko, I.~A.~Borisova, V.~V.~Dyubanov, and O.~A.~Kutnenko, ``Methods of Recognition Based on the Function of Rival Similarity,'' Pattern Recognition and Pattern Analysis {\bf 18}~(1), 1--6 (2008). \ref\no{zag5} K.~Kira and L.~Rendell, ``The Feature Selection Problem: Traditional Methods and a New Algorithm,'' in {\it Proceedings of the 10th Conference on Artificial Intelligence (AAAI-92)} (AAAI Press, Menlo Park, 1992), pp.~129--134. \ref\no{zag6} P.~J.~Rousseeuw, ``Silhouettes: A Graphical Aid to the Interpretation and Validation of Cluster Analysis,'' J.~Comput. Appl. Math. {\bf 20}, 53--65 (1987). \ref\no{zag7} N.~G.~Zagoruiko and O.~A.~Kutnenko, ``A Quantitative Measure of Compactness of Images and Method of Its Increase,'' in {\it Proceedings of 9~International Conference ``Intellectualization of Information Processing,'' Budva, September 16--22, 2012} (Torus Press, Moscow, 2012), pp.~29--32. \ref\no{zag8} I.~A.~Borisova, V.~V.~Dyubanov, N.~G.~Zagoruiko, and O.~A.~Kutnenko, ``Similarities and Compactness,'' in {\it Proceedings of 14 All-Russia Conference ``Mathematical Methods for Pattern Recognition''} (Moscow, 2009), pp.~89--92. \ref\no{zag9} I.~A.~Borisova, ``The Algorithm Taxonomy FRiS-Tax,'' Scientific Bulletin of Novosibirsk State Technical Univ. No.~3, 3--12 (2007). \ref\no{zag11} J.~MacQueen, ``Some Methods for Classification and Analysis of Multivariate Observations,'' in {\it Proceedings of 5~Berkley Symposium on Mathematical Statistics and Probability}, Vol.~1 (Univ. Press, California, 1967), pp.~281--297. \ref\no{zag12} I.~A.~Borisova, `Calculation of FRiS-Function over Mixed Dataset in the Task of Generalized Classification,'' in {\it Proceedings of 3~International Conference on Inductive Modeling (ICIM'2010)} (Yevpatoria, 2010), pp.~44--50. \ref\no{zag13} I.~A.~Borisova and N.~G.~Zagoruiko, ``FRiS-TDR Algorithm for Solving the Generalized Problem of Taxonomy and Identification,'' in {\it Proceedings of All-Russia Conference UMBRELLA-2009}, Vol.~1 (Novosibirsk, 2009), pp.~93--102. \ref\no{zag14} N.~G.~Zagoruiko and O.~A.~Kutnenko, ``GRAD Algorithm for Feature Selection,'' in {\it Proceedings of 8~International Conference ``The Use of Multivariate Statistical Analysis in Economics and Assessing the Quality''} (Moscow State Univ. Econom. Statist. Inform., Moscow, 2006), pp.~81--89. \ref\no{zag15} P.~Pudil, J.~Novicova, and J.~Kittler, ``Floating Search Methods in Feature Selection,'' Pattern Recognition Lett. (1994) {\bf 15}~(11), 1119--1125. \ref\no{zag16} T.~Merill and O.~M.~Green, ``On the Effectiveness of Receptions in Recognition Systems,'' IEEE Trans. Inform. Theory. {\bf IT-9}, 11--17 (1963). \ref\no{zag18} N.~G.~Zagoruiko, I.~A.~Borisova, V.~V.~Dyubanov, and O.~A.~Kutnenko, ``Attribute Selection Through Decision Rule Construction (Algorithm FRiS-GRAD),'' in {\it Proceedings of 9~International Conference on Pattern Recognition and Pattern Analysis: New Information Technologies}, Vol.~2 (Nizhnii Novgorod, 2008), pp.~335--338. \ref\no{zag19} I.~Jeffery, D.~Higgins, and A.~Culhane, ``Comparison and Evaluation of Methods for Generating Differentially Expressed Gene Lists from Microarray Data,'' BMC Bioinformatics {\bf 7}, 359--374 (2006). V.~P.~Golubyatnikov and I.~V.~Golubyatnikov, ``On Multidimensional Models of Gene Network Functioning,'' Sibirsk.~Zh. Industr. Mat. {\bf 13}~(3), 13--18 (2010) [J.~Appl. Indust. Math. {\bf 5}~(3), 343--347 (2011)]. \ref\no{akin2} V.A.~Likhoshvai, V.~P.~Golubyatnikov, G.~V.~Demidenko, A.A.~Evdokimov, and S.~I.~Fadeev, ``Gene Network Theory,'' in {\it Computer Systemic Biology} (Izd. Sibirsk. Otdel. Ross. Akad. Nauk, Novosibirsk, 2008), pp.~395--480. \ref\no{akin3} V.A.~Likhoshvai, Yu.G.~Matushkin, and S.~I.~Fadeev, ``Problems of the Theory of Gene Network Functioning,'' Sibirsk.~Zh. Industr. Mat. {\bf 6}~(2), 64--80 (2003). \ref\no{akin4} Yu.A.~Gaidov and V.~P.~Golubyatnikov, ``On the Existence and Stability of Cycles in Gene Networks with Variable Feedbacks,'' Contemp. Math. {\bf 553}, 61--74 (2011). \ref\no{akin5} V.~P.~Golubyatnikov, V.A.~Likhoshvai, and A.V.~Ratushny, ``Existence of Closed Trajectories in 3-D Gene Networks,'' J.~3-Dimensional Images 3D Forum {\bf 18}~(4), 96--101 (2004). \ref\no{akin6} V.~P.~Golubyatnikov and I.~V.~Golubyatnikov, ``On Periodic Trajectories in Odd-Dimensional Gene Networks Models,'' Russian J.~Numer. Anal. Math. Modeling {\bf 28}~(4), 397--412 (2011). \ref\no{akin7} E.~P.~Volokitin and S.~A.~Treskov, ``The Andronov--Hopf Bifurcation in a Model of a Hypothetical Gene Regulatory Network,'' Sibirsk.~Zh. Industr. Mat. {\bf 8}~(1), 30--40 (2005) [J.~Appl. Indust. Math. {\bf 1}~(1), 127--136 (2007)]. A.A.~Akinshin and V.~P.~Golubyatnikov, ``Cycles in Symmetrical Dynamic Systems,'' Vestnik Novosib. Gos. Univ. No.~2, 3--12 (2012). \ref\no{akin9} V.~P.~Golubyatnikov, V.A.~Likhoshvai, Yu.A.~Gaidov, A.~G.~Kleshchev, and E.A.~Lashina, ``Regular and Chaotic Dynamics in the Gene Networks Modeling,'' in {\it Proceedings of the 8~International Conference ``Human and Computers,'' Aizu, Japan, 2005} (Aizu, 2005), pp.~7--12. \ref\no{akin10} V.~P.~Golubyatnikov, I.~V.~Golubyatnikov, and V.A.~Likhoshvai, ``On the Existence and Stability of Cycles in Five-Dimensional Models of Gene Networks,'' Sibirsk.~Zh. Vychisl. Mat. {\bf 13}~(4), 403--411 (2010) [Numerical Anal. Appl. {\bf 3}~(4), 329--335 (2010)]. \ref\no{akin11} V.~I.~Arnold, {\it Mathematical Methods of Classical Mechanics} (Springer, New York, 1978; Nauka, Moscow, 1979). \ref\no{akin12} A.A.~Akinshin, ``Computer Analysis of Phase Portraits in Gene Network Models,'' in {\it Young Scientists School on Bioinformatics, Novosibirsk, June 2012}: {\it Abstracts} (Inst. Tsitolog. Genet., Novosibirsk, 2012), p.~13. \ref\no{akin13} A.A.~Akinshin and V.~P.~Golubyatnikov, ``On Nonuniqueness of Cycles in Dissipative Dynamical Systems of Chemical Kinetics,'' in {\it Proceedings of the 6$^{th}$ International Conference ``Solitons, Collapses and Turbulence,'' Novosibirsk, June 2012} (Inst. Cytology and Genetics, Novosibirsk, 2012), p.~71--72. \ref\no{akin14} V.~P.~Golubyatnikov, V.A.~Likhoshvai, E.~P.~Volokitin, Yu.A.~Gaidov, and A.~F.~Osipov, ``Periodic Trajectories and Andronov--Hopf Bifurcations in Models of Gene Networks,'' in {\it Bioinformatics of Genome Regulation and Structure II} (Springer, Berlin, 2006), pp.~405--414. \ref\no{akin15} A.A.~Akinshin and V.~P.~Golubyatnikov, ``Nonuniqueness of Cycles in Gene Networks Models,'' in {\it 8~International Conference ``Bioinformatics of Genome Regulation and Structure, System Biology,'' Novosibirsk, June 2012: Abstracts} (Inst. Tsitolog. Genet., Novosibirsk, 2012), p.~28. V.~G.~Romanov, ``The Inverse Diffraction Problem for Acoustic Equations,'' Dokl. Akad. Nauk, Ross. Akad. Nauk {\bf 431}~(3), 319--322 (2010) [Dokl. Math. {\bf 81}~(2), 238--240 (2010)]. % % Романов В.~Г. % Обратная задача дифракции для уравнений акустики~// % Докл. АН. 2010. Т.~431. С.~319--322. \ref\no{aleks4} G.~V.~Alekseev and V.~G.~Romanov, ``One Class of Nonscattering Acoustic Shells for a Model of Anisotropic Acoustics,'' Sibirsk.~Zh. Industr. Mat. {\bf 14}~(2), 15--20 (2011) [J.~Appl. Indust. Math. {\bf 6}~(1), 1--5 (2012)]. % % Алексеев Г.~В., Романов В.~Г. % Об одном классе нерассеивающих акустических оболочек для модели % анизотропной акустики~// % . 2011. Т.~14, \No~2(46). C.~15--20. \ref\no{aleks5} A.E.~Dubinov and L.~A.~Mytareva, ``Masking the Material Bodies by the Wave Flow Method,'' Uspekhi Fiz. Nauk {\bf 180}~(5), 475--501 (2010) [Phys.-Uspekhi {\bf 53}~(5), 455--479 (2010)]. % % Дубинов А.~Е., Мытарева Л.~А. % Маскировка материальных тел методом волнового обтекания~// % Успехи физ. наук. 2010. Т.~180, \No~5. С.~475--501. \ref\no{aleks6} G.~V.~Alekseev and R.~V.~Brizitskii, ``Theoretical Analysis of Boundary Control Extremal Problems for Maxwell's Equations,'' Sibirsk.~Zh. Industr. Mat. {\bf 14}~(1), 3--16 (2011) [J.~Appl. Indust. Math. {\bf 5}~(4), 478--490 (2011)]. % % Алексеев Г.~В., Бризицкий Р.~В. % Теоретический анализ экстремальных задач граничного управления % для уравнений Максвелла~// % Сиб. журн индустр. математики. 2011. Т.~14, \No~1(45). С.~3--16. \ref\no{aleks7} G.~V.~Alekseev, R.~V.~Brizitskii, and V.~G.~Romanov, ``Stability Estimates for Solutions of Boundary Control Problems for Maxwell's Equations With Mixed Boundary Conditions,'' Dokl. Akad. Nauk, Ross. Akad. Nauk {\bf 447}~(1), 7--12 (2012) [Dokl. Math. {\bf 86}~(3), 733--737 (2012)]. % % Алексеев Г.~В., Бризицкий Р.~В., Романов В.~Г. % Оценки устойчивости решений задач граничного управления % для уравнений Максвелла при смешанных граничных усло\-виях~// % Докл. АН. 2012. Т.~447, \No~1. C.~7--12. \ref\no{aleks8} G.~V.~Alekseev, ``Optimization in Problems of Masking Material Bodies by the Wave Flow Method,'' Dokl. Akad. Nauk, Ross. Akad. Nauk {\bf 449}~(6), 652--656 (2013). % % Алексеев Г.~В. % Оптимизация в задачах маскировки материальных тел % методом волнового обтекания~// % Докл. АН. 2013. Т.~449, \No~6. C.~652--656. \ref\no{aleks9} G.~V.~Alekseev, ``Cloaking via Impedance Boundary Condition for the 2-D Helmholtz Equation,'' Appl. Analysis (2013), DOI: 10.1080/00036811.2013.768340. \ref\no{aleks10} L.~Beilina and M.~V.~Klibanov, ``A Globally Convergent Numerical Method for a Coefficient Inverse Problem,'' SIAM J.~Sci. Comput. {\bf 31}, 478--509 (2008). \ref\no{aleks11} L.~Beilina and M.~V.~Klibanov, ``A New Approximate Mathematical Model for Global Convergence for a Coefficient Inverse Problem With Backscattering Data,'' J.~Inverse Ill-Posed Problems {\bf 20}, 513--565 (2012). \ref\no{aleks12} D.~Colton and R.~Kress, {\it Inverse Acoustic and Electromagnetic Scattering Theory} (Springer, Berlin, 2013). \ref\no{aleks13} G.~V.~Alekseev, ``Control Problems for Stationary Equations of Magnetohydrodynamics,'' Dokl. Akad. Nauk, Ross. Akad. Nauk {\bf 395}~(3), 322--325 (2004) [Dokl. Math. {\bf 69}~(2), 310--313 (2004)]. % % Алексеев Г.В. % Задачи управления для стационарных уравнений магнитной гидродинамики~// % Докл. АН. 2004. Т.~395, \No~3. C.~322--325. \ref\no{aleks14} A.D.~Ioffe and V.~M.~Tikhomirov, {\it Theory of Extremal Problems} (Nauka, Moscow, 1974; North Holland, Amsterdam, 1979). % % Иоффе А.~Д., Тихомиров В.~М. % Теория экстремальных задач. М.: Наука, 1974. A.V.~Bil'skii, V.A.~Lozhkin, M.~P.~Tokarev, and M.~V.~Shestakov, ``Optimization and Verification of a~Tomagraphic Velocimetry Method in a Flow Volume,'' Teplofiz. Aeromekh. {\bf 18}~(4), 555--566 (2011). % % Бильский~А.~В., Ложкин~В.~А., Маркович~Д.~М., Токарев~М.~П., % Шестаков~М.~В. % Оптимизация и~ тестирование томографического метода измерения % скорости в~ объеме потока~// Теплофизика и~ аэромеханика. 2011. % Т.~18, \No~4. C.~555--566. \ref\no{bond6} A.~N.~Bondarenko, V.A.~Dedok, and M.~P.~Tokarev, ``Reconstructing the Locations of Discrete Scattering Centers from a~Set of Projections,'' Vestnik Tomsk. Gos. Univ. Cer. Upravl. Vychisl. Tekhn. Informat. No.~2~(19), 26--31 (2012). % % Бондаренко~А.~Н., Дедок~В.~А., Токарев~М.~П. % Задача восстановления положений дискретных рассеивающих центров % по набору проекций~// Вестн. Томск. гос. ун-та. % Сер. Управление, вычислительная техника и~ информатика. % 2012. \No~ 2(19). С.~26--31. \ref\no{kovtan3} A.V.~Rezunov and A.D.~Chernyshov, ``A Problem of a Pure Shift of a Viscoplasric Substance Between Two Cylindrical Surfaces,'' Mekh. Deform. Tverd. Tela No.~1, 32--36 (1975). \ref\no{kovtan4} V.~P.~Myasnikov, ``Some Exact Solutions for the Linear Motions of a Viscoplastic Medium,'' Prikl. Mekh. Tekhn. Fiz. No.~2, 79--86 (1961). \ref\no{kovtan5} G.~I.~Bykovtsev and A.D.~Chernyshov, ``On Viscoplastic Flow in Noncircular Cylinder Under a Pressure Drop,'' Prikl. Mekh. Tekhn. Fiz. No.~4, 94--96 (1964). \ref\no{kovtan6} J.~L.~Lions and G.~Stampacchia, ``Variational Inequalities,'' Comm. Pure Appl. Math. {\bf 20}, 493--519 (1967). \ref\no{kovtan7} E.~H.~Lee, ``Elastic-Plastic Deformation at Finite Strains,'' Trans. ASME J.~Appl. Mech. {\bf 36}~(1), 1--6 (1969). \ref\no{kovtan8} A.A.~Rogovoi, ``Constitutive Relations for Finite Elastic-Inelastic Strains,'' Prikl. Mekh. i Tekhn. Fiz. {\bf 46}~(5), 138--149 (2005) [J.~Appl. Mech. Tech. Phys. {\bf 46}~(5), 730--739 (2005)]. \ref\no{kovtan9} G.~I.~Bykovtsev and A.V.~Shitikov, ``Finite Deformations in an Elastoplastic Medium,'' Dokl. Ross. Akad. Nauk {\bf 311}~(1), 59--62 (1990) [Sov. Phys., Dokl. {\bf 35}~(3), 297--299 (1990)]. \ref\no{kovtan11} L.~V.~Kovtanyuk, ``About Motion of an Elastoviscoplasric Substance Through a Rigid Round Cylindrical Matrix Under Pressure,'' Dokl. Ross. Akad. Nauk {\bf 400}~(6), 764--766 (2005). \ref\no{kovtan12} A.A.~Burenin, L.~V.~Kovtanyuk, and A.L.~Mazelis, ``Pressing Through of Elastoviscoplasric Material Between Rigid Coaxial Cylindrical Surfaces,'' Prikl. Mat. Mekh. {\bf 70}~(3), 481--489 (2006) [J.~Appl. Math. Mech. {\bf 70}~(3), 437--445 (2006)]. \ref\no{kovtan13} A.A.~Burenin, L.~V.~Kovtanyuk, and A.~S.~Ustinova, ``About Accounting for Elastic Properties of a Non-Newton Substance Under Its Viscosimetric Motion,'' Prikl. Mekh. Tekhn. Fiz. {\bf 49}~(2), 143--151 (2008). \ref\no{kovtan14} A.A.~Burenin, L.~V.~Kovtanyuk, and A.L.~Mazelis, ``Development and Damping of a Linear Axially Symmetric Viscoplastic Motion and Elastic Contagion After Stopping It,'' Prikl. Mekh. Tekhn. Fiz. No.~2, 140--147 (2010). \ref\no{kovtan15} A.A.~Burenin, L.~V.~Kovtanyuk, and A.~S.~Ustinova, ``Viscosimetric Flow of an Incompressible Elastoviscoplastic Material Under the Presence of a Lubricant on the Boundary Surfaces,'' Sibirsk.~Zh. Industr. Mat. {\bf 15}~(2), 43--55 (2012) [J.~Appl. Indust. Math. {\bf 6}~(4), 431--442 (2012)]. \ref\no{kovtan16} A.A.~Burenin, G.~I.~Bykovtsev, and L.~V.~Kovtanyuk, ``A Simple Model of Finite Strain in an Elastoplastic Medium,'' Dokl. Ross. Akad. Nauk {\bf 347}~(2), 199--201 (1996) [J.~Phys. Dokl. {\bf 41}~(3), 127--129 (1996)]. \ref\no{kovtan17} L.~V.~Kovtanyuk, ``Modeling the Great Deformations in a Nonisothermal Case,'' Dal'nevostochn. Mat.~Zh. {\bf 5}~(1), 107--117 (2004). \ref\no{kovtan18} A.A.~Burenin, L.~V.~Kovtanyuk, and G.~L.~Panchenko, ``About Modeling the Great Elastovisco\-plastic Deformations With Acounting for Thermophysical Effects,'' Izv. Akad. Nauk. Mekh. Tverd. Tela No.~4, 107--120 (2010). \ref\no{kovtan19} A.I.~Lurie, {\it Nonlinear Theory of Elasticity} (Nauka, Moscow, 1980; North Holland, Amsterdam, 1990). \ref\no{kovtan20} V.A.~Znamenskii and D.~D.~Ivlev, ``About Equations of a Viscoplastic Body Under Piecewise Linear Potencials,'' Izv. Akad. Nauk SSSR, Mekh. Mashinostr. No.~6, 114--118 (1963). \ref\no{kovtan21} G.~I.~Bykovtsev and T.~D.~Semykina, ``A Viscoplastic Motion of Round Plates and Rotation Envelopes,'' Izv. Akad. Nauk SSSR, Mekh. Mashinostr. No.~4, 68--76 (1964). \ref\no{kovtan22} L.~V.~Kovtanyuk, ``A Viscoplastic Flow on a Basis of a Growing Heavy Elastoviscoplastic Layer on an Oblique Plate ,'' in {\it Modeling and Mechanics} (Sibirsk. Gos. Aerokosm. Univ., Krasnoyarsk, 2012), pp.~50--55. V.A.~Likhoshvai, Yu.G.~Matushkin, and S.~I.~Fadeev, ``Problems of the Theory of Gene Network Functioning,'' Sibirsk.~Zh. Industr. Mat. {\bf 6}~(2), 64--80 (2003). \ref\no{liho2} V.A.~Likhoshvai, S.~I.~Fadeev, G.~V.~Demidenko, and Yu.G.~Matushkin, ``Modeling a Substance Multistage Synthesis Without Branching by an Equation With Retarded Argument,'' Sibirsk.~Zh. Industr. Mat. {\bf 7}~(1), 73--94 (2004). \ref\no{liho3} G.~V.~Demidenko, N.~A.~Kolchanov, V.A.~Likhoshvai, Yu.G.~Matushkin, and S.~I.~Fadeev, ``Mathematical Simulation of Regulatory Circuits of Gene Networks,'' Zh.~Vychisl. Mat. Mat. Fiz. {\bf 44}~(10), 1921--1940 (2004) [Comput. Math. Math. Phys. {\bf 44}~(12), 2166--2183 (2004)]. \ref\no{liho4} S.~I.~Fadeev, V.A.~Likhoshvai, and D.~N.~Shtokalo, ``Study of a Model of Linear Biomolecular Synthesis with Reversible Processes,'' Sibirsk.~Zh. Industr. Mat. {\bf 8}~(3), 149--162 (2005) [J.~Appl. Indust. Math. {\bf 1}~(2), 178--189 (2007)]. \ref\no{liho5} D.~N.~Shtokalo, ``On a Passage to the Limit Equation With Retarded Argument in a Model of a Substance Synthesis With Reversibility and Sinks,'' Sibirsk.~Zh. Industr. Mat. {\bf 12}~(2), 143--156 (2009). \ref\no{liho6} S.~I.~Fadeev, V.A.~Likhoshvai, D.~N.~Shtokalo, and V.K.~Korolev, ``On Studying the Mathematical Models of the Template Synthesis of Irregular Polymers DNA, RNA, and Proteins,'' Sibirsk. Elektron. Mat. Izv. {\bf 7}, 467--475 (2010). \ref\no{liho7} V.A.~Likhoshvai, S.~I.~Fadeev, and D.~N.~Shtokalo, {\it On the Study of Nonlinear Models of a Substance Multistage Synthesis}, Preprint No.~246 (Inst. Mat., Novosibirsk, 2010). \ref\no{liho8} T.V.~Kotova and I.~A.~Mel'nik, {\it On the Properties of Solutions to a Nonlinear System of Differential Equations With Parameters}, Preprint No.~253 (Inst. Mat., Novosibirsk, 2010). \ref\no{liho9} I.~I.~Matveeva and I.~A.~Mel'nik, {\it On the Properties of Solutions to a Nonlinear System of Differential Equations of Large Dimension}, Preprint No.~261 (Inst. Mat., Novosibirsk, 2010). \ref\no{liho10} G.~V.~Demidenko, V.A.~Likhoshvai, T.V.~Kotova, and Yu.~E.~Khropova, ``On One Class of Systems of Differential Equations and on Retarded Equations,'' Sibirsk. Mat.~Zh. {\bf 47}~(1), 58--68 (2006) [Siberian Math.~J. {\bf 47}~(1), 45--54 (2006)]. G.~V.~Demidenko, ``Correct Solvability of Boundary-Value Problems in a~Halfspace for Quasielliptic Equations,'' Sibirsk. Mat.~Zh. {\bf 29}~(4), 54--67 (1988) [Siberian Math.~J. {\bf 29}~(4), 555--567 (1988)]. \ref\no{bondar3} G.~V.~Demidenko, ``Integral Operators Determined by Quasielliptic Equations. II,'' Sibirsk. Mat.~Zh. {\bf 35}~(1), 41--65 (1994) [Siberian Math.~J. {\bf 35}~(1), 37--61 (1994)]. \ref\no{bondar4} L.~Nierenberg and H.~F.~Walker, ``The Null Spaces of Elliptic Partial Differential Operators in $R^n$,'' J.~Math. Anal. Appl. {\bf 42}~(2), 271--301 (1973). \ref\no{bondar5} L.~A.~Bagirov and V.A.~Kondrat'ev, ``On Elliptic Equations in $R^n$,'' Differ. Uravn. {\bf 11}~(3), 498--504 (1975) [Differential Equations {\bf 11}~(3), 375--379 (1975)]. \ref\no{bondar6} L.~A.~Bagirov and V.A.~Kondrat'ev, ``On a Class of Elliptic Equations in $R^n$,'' in {\it Partial Differential Equations (Proceedings of S.~L.~Sobolev Seminar)}, Vol. 2 (Inst. Mat. Sibirsk. Otd. Akad. Nauk SSSR, Novosibirsk, 1978), pp.~5--16. \ref\no{bondar7} L.~N.~Bondar, ``On Solvability of the Boundary Value Problem for an Elliptic Equation with Lower Terms,'' in {\it Proceedings of the Sixth International Conference ``Analytical and Numerical Methods of Mo\-deling Natural-Science and Social Problems''} (Privolzhskii Dom Znanii, Penza, 2011), pp.~27--29. \ref\no{bondar8} L.~N.~Bondar, ``On Solvability of One Elliptic Equation in a Half-Space,'' Sibirsk. Elektron. Mat. Izv. {\bf 9}, 618--638 (2012). \ref\no{bondar9} V.~V.~Karachik and N.~A.~Antropova, ``On Polynomial Solutions of the Dirichlet Problem for the Biharmonic Equation in the Ball,'' Sibirsk. Zh. Industr. Mat. {\bf 15}~(2), 86--98 (2012). \ref\no{bondar10} B.~D.~Koshanov, ``Some Necessary and Sufficient Conditions for Solvability of the Boundary Value Problems for an Inhomogeneous Polyharmonic Equation in the Ball,'' in {\it Nonclassical Equations of Mathematical Physics} (Sobolev Inst. Mat., Novosibirsk, 2012), pp.~139--158. \ref\no{bondar11} S. V. Uspenskii, ``On Representation of the Functions Defined by a~Class of Hypoelliptic Operators,'' Trudy Mat. Inst. Steklov. Akad. Nauk SSSR {\bf 117}, 292--299 (1972). \ref\no{bondar12} G.~V.~Demidenko and S.~V.~Uspenskii, {\it Partial Differential Equations and Systems not Solvable with Respect to the Highest-Order Derivative} (Nauch. Kniga, Novosibirsk, 1998; Marcel Dekker, New York, 2003). \ref\no{bondar13} P.~I.~Lizorkin, ``The Generalized Liouville Differentiation and the Method of Multipliers and Its Applications,'' Trudy Mat. Inst. Steklov. Akad. Nauk SSSR {\bf 105}, 89--167 (1969). \ref\no{demid2} L.~E.~El$^\prime$sgol$^\prime$ts and S.~B.~Norkin, {\it Introduction to the Theory and Application of Differential Equations with Deviating Arguments} (Nauka, Moscow, 1971; Academic Press, New York, 1973). \ref\no{demid7} D.~Ya.~Khusainov, A.~F.~Ivanov, and A.~T.~Kozhametov, ``Convergence Estimates for Solutions of Linear Stationary Systems of Differential-Difference Equations with Constant Delay,'' Differ. Uravn. {\bf 41}~(8), 1137--1140 (2005)\ [Differential Equations {\bf 41}~(8), 1196--1200 (2005)]. \ref\no{demid8} G.~V.~Demidenko and I.~I.~Matveeva, ``Asymptotic Properties of the Solutions to Delay Differential Equations,'' Vestnik Novosib. Gos. Univ. Ser. Mat. Mekh. Inform. {\bf 5}~(3), 20--28 (2005). \ref\no{demid9} G.~V.~Demidenko and I.~I.~Matveeva, ``Stability of Solutions to Delay Differential Equations with Periodic Coefficients of Linear Terms,'' Sibirsk. Mat.~Zh. {\bf 48}~(5), 1025--1040 (2007) [Siberian Math.~J. {\bf 48}~(5), 824--836 (2007)]. \ref\no{demid10} G.~V.~Demidenko, ``Stability of Solutions to Linear Differential Equations of Neutral Type,'' J.~Anal.~Appl. {\bf 7}~(3), 119--130 (2009). \ref\no{demid11} Yu.~L.~Daletskii and M.~G.~Krein, {\it Stability of Solutions of Differential Equations in Banach Space} (Nauka, Moscow, 1970; American Math. Society, Providence, 1974). \ref\no{demid12} \ref\no{duchkov3} H.~Hamamoto, M.~Yamano, and S.~Goto, ``Heat Flow Measurement in Shallow Seas through Long-Term Temperature Monitoring,'' Geophys. Res. Lett. {\bf 32}, L21311 (2005). \ref\no{duchkov4} H.~S.~Carslaw and J.C.~Jaeger, {\it Conduction of Heat in Solids} (Oxford Univ. Press, New York, 1986). \ref\no{duchkov5} S.~I.~Kabanikhin, A.~Khasanov, and A.V.~Penenko, ``A Gradient Descent Method for Solving an Inverse Coefficient Heat Conduction Problem,'' Sibirsk.~Zh. Vychisl. Mat. {\bf 11}~(1), 41--54 (2008) [Numer. Anal. Appl. {\bf 1}~(1), 34--45 (2008)]. \ref\no{duchkov6} A.V.~Penenko, ``Discrete-Analytic Schemes for Solving an Inverse Coefficient Heat Conduction Problem in a~Layered Medium with Gradient Methods,'' Sibirsk.~Zh. Vychisl. Mat. {\bf 15}~(4), 393--408 (2012) [Numer. Anal. Appl., {\bf 5}~(4), 326--341 (2012)]. \ref\no{duchkov7} A.~F.~Voevodin and T.~B.~Grankina, ``Mathematical Modeling of Ice-Thermal Regime of Free-Salined and Salty Reservoir,'' Sibirsk. Zh. Industr. Mat. {\bf 15}~(2), 56--63 (2012). \ref\no{duchkov8} L.~A.~Nazarov, L.~A.~Nazarova, A.L.~Karchevskii, and A.V.~Panov, ``Estimation of Stresses and Deformation Properties of Rock Masses Which Is Based on the Solution of an Inverse Problem From the Measurement Data of the Free Surface Displacement,'' Sibirsk. Zh. Industr. Mat. {\bf 15}~(4), 102--109 (2012) [J.~Appl. Indust. Math. {\bf 7}~(2), 234--240 (2012)]. I.~M.~Gel'fand and O.~V.~Lokutsievskii, ``Marching Method for Solving the Difference Equations,'' in S.~K.~Godunov and V.~S.~Ryaben'kii, {\it Introduction to the Theory of Difference Scheme} (Nauka, Moscow, 1962), pp.~283--309. \ref\no{duchkov11} V.~I.~Dmitriev, ``A General Approach to Calculation of an Electromagnetic Field in a Stratified Medium,'' Vychisl. Metody i Programmirovanie {\bf 10}, 55--65 (1968). \ref\no{duchkov12} A.L.~Karchevsky, ``A Numerical Solution to a System of Elasticity Equations for Layered Anisotropic Media,'' Geol. Geofiz. {\bf 46}~(3), 339--351 (2005) [Russ. Geology and Geophysics {\bf 46}~(3), 339--351 (2005)]. \ref\no{duchkov13} A.L.~Karchevsky, ``A Direct Dynamical Problem of Seismicity for Horizontally Stratified Media,'' Siberian Electron. Math. Reports, {\bf 2}, 23--61 (2005). \ref\no{duchkov14} A.L.~Karchevsky, ``A Frequency-Domain Analytical Solution of Maxwell's Equations for Layered Aniso\-tropic Media,'' Geol. Geofiz. {\bf 48}~(8), 889--898 (2007) [Russ. Geology and Geophysics {\bf 48}~(8), 689--695 (2007)]. \ref\no{duchkov16} A.D.~Duchkov, S.~A.~Kazantsev, J.~Klerkx, and A.A.~Duchkov, ``Heat Flow and Temperature Field in Sediments of Lake Teletskoye,'' %Physical and Geological Environment of Lake Teletskoye ~// Ann. Sci. Geologiques. {\bf 105}, 283--301 (2001). \ref\no{duchkov17} A.D.~Duchkov and S.~A.~Kazantsev, ``Anomal Changes of the Temperature Field at the Bottom (Water and Sediments) of Lake Teletskoye in Autumn-Winter Time,'' Geol. Geofiz. {\bf 48}, 1366--1370 (2007). \ref\no{duchkov18} E.~Kamke, {\it Differentialgleichungen L\"osungsmenthoden und L\"osungen} %I Gew\"ohnliche Differentialgleichungen. (Verbesserte Auflage, Leipzig, 1959). G.~V.~Demidenko and I.~I.~Matveeva, ``Asymptotic Properties of Solution to Delay Differential Equations,'' Vestnik Novosib. Gos. Univ. Ser. Mat. Mekh. Inform. {\bf 5}~(3), 20--28 (2005). \ref\no{mii2} G.~V.~Demidenko and I.~I.~Matveeva, ``Asymptotic Properties of Solutions of Differential-Difference Equations with Periodic Coefficients in Linear Terms,'' in {\it Proceedings of the 5$^{th}$ International Conference on Bioinformatics of Genome Regulation and Structure (Novosibirsk, Russia, July 16--22, 2006)}, Vol.~3 (Inst. of Cytology and Genetics, Novosibirsk, 2006), pp.~43--46. \ref\no{mii3} G.~V.~Demidenko and I.~I.~Matveeva, ``Stability of Solutions to Delay Differential Equations with Periodic Coefficients of Linear Terms,'' Sibirsk. Mat.~Zh. {\bf 48}~(5), 1025--1040 (2007) [Siberian Math.~J. {\bf 48}~(5), 824--836 (2007)]. \ref\no{mii4} G.~V.~Demidenko, ``Stability of Solutions to Linear Differential Equations of Neutral Type,'' J.~Anal. Appl. {\bf 7}~(3), pp.~119--130 (2009). \ref\no{mii5} I.~I.~Matveeva, I.~A.~Finogenko, and E.A.~Lashina, ``On Asymptotic Stability of Solutions to Almost Linear Delay Differential Equations with Periodic Coefficients in Linear Terms,'' J.~Comput. Math. Optim. {\bf 6}~(1), 13--21 (2010). \ref\no{mii6} I.~I.~Matveeva and A.A.~Shcheglova, ``Some Estimates of the Solutions to Time-Delay Differential Equations with Parameters,'' Sibirsk.~Zh. Industr. Mat. {\bf 14}~(1), 83--92 (2011) [J.~Appl. Indust. Math. {\bf 5}~(3), 391--399 (2011)]. \ref\no{mii7} I.~I.~Matveeva, ``On Asymptotic Stability of Solutions to a Class of Quasilinear Delay Differential Equations,'' Itogi Nauki. Yug Rossii. Ser. Mat. Forum, {\bf 5}, 231--234 (2011) [{\it Proceedings of International Scientific Conference ``Operator Theory. Complex Analysis and Mathematical Modeling'' (Volgodonsk, July 4--8, 2011)}, Vol.~5]. % %% Итоги науки. Юг России. Сер. Математический форум. 2011. Т.~5. %% Владикавказ: изд. ЮМИ ВНЦ РАН и~ РСО-А, (см. расшифровку ниже) %% Южный математический институт Владикавказского научного центра РАН %% и Правительства Республики Северная Осетия-Алания %% С.~231--234. \ref\no{mii8} G.~V.~Demidenko, E.~S.~Vodop'yanov, and M.A.~Skvortsova, ``Estimates of Solutions to the Linear Differential Equations of Neutral Type with Several Delays of the Argument,'' Sibirsk.~Zh. Industr. Mat. {\bf 16}~(3), 53--60 (2013) [J.~Appl. Indust. Math. {\bf 7}~(4), 472--479 (2013)]. \ref\no{mii9} L.~E.~El$^\prime$sgol$^\prime$ts and S.~B.~Norkin, {\it Introduction to the Theory and Application of Differential Equations with Deviating Arguments} (Nauka, Moscow, 1971; Academic Press, New York, 1973). \ref\no{mii10} J.~Hale, {\it Theory of Functional Differential Equations} (Springer, New York, 1977; Mir, Moscow, 1984). D.~Ya.~Khusainov, A.~F.~Ivanov, and A.~T.~Kozhametov, ``Convergence Estimates for Solutions of Linear Stationary Systems of Differential-Difference Equations with Constant Delay,'' Differ. Uravn. {\bf 41}~(8), 1137--1140 (2005) [Differential Equations {\bf 41}~(8), 1196--1200 (2005)].