Prof. Dr.
Emil NOVRUZ
Matematik
 Telefon
 (262) 605 13 64
 EPosta
 enovruzgtu.edu.tr
 Ofis
 İşletme Binası, Z 44
 Çalışma alanları
 Lineer Olmayan Evrim Denklemlerinin Çözümlerinin Davranışı
Research Papers:
 A. Hagverdiyev, E. Novruzov, Blowup Criterion for the Modified Compressible NavierStokes Equations with DensityDependent Viscosity, Mathematical Methods in the Applied Sciences (in press).
 E. Novruzov, V. Bayrak, Blowup criteria for a twocomponent nonlinear dispersive wave system, Journal of Functional Analysis, V. 282(12), 2022.
 E. Novruzov, On equatorial wavecurrent interactions, Annali di Matematica Pura ed Applicata, V.201, pp. 157173, 2022.
 E. Novruzov, On the propagation of equatorial waves interacting with a nonuniform current, Open Communications in Nonlinear Mathematical Physics, V.2, 2022.
 E. Novruzov, Blowup criteria for modified twocomponent generalization of hyperelastic rod equation, Applicable Analysis, V.101(15), 53055322, 2022.
 E. Novruzov, On propagation of linear waves for model of equatorial wave–current interactions, Journal of Differential Equations, V.279, pp. 6375, 2021.
 E. Novruzov, Construction of peakonantipeakon solutions and illposedness for the bfamily of equations, Journal of Differential Equations, V.272, pp. 544559, 2021.
 V. Bayrak, E. Novruzov and I. Ozkol, Localinspace blowup criteria for twocomponent nonlinear dispersive wave system, Discrete and Continuous Dynamical SystemsA, V.39(10), 2019.
 E. Novruzov, B. Yazar, On blowup criteria for a class of nonlinear dispersive wave equations with dissipation, Monatshefte für Mathematik, V.188, pp. 163181, 2019.
 E. Novruzov, Localinspace blowup criteria for a class of nonlinear dispersive wave equations, Journal of Differential Equations, V.263, pp. 57735786, 2017.
 E. Novruzov, Blowup of solutions for the dissipative DullinGottwaldHolm equation with arbitrary coefficient, Journal of Differential Equations, V.261, pp. 11151127, 2016.
 E. Novruzov, A. Hagverdiyev, On longtime dynamics of the solution of doubly nonlinear equation, Qualitative Theory of Dynamical Systems, V.15(1), pp. 127155, 2016.
 E. Novruzov, Blowup phenomena for polytropic equation with inhomogeneous density and source, Journal of Mathematical Physics, V.56, n.4, 2015.
 E. Novruzov, A. Hagverdiyev, On the behavior of the solution of the dissipative CamassaHolm equation with the arbitrary dispersion coefficient, Journal of Differential Equations, V.257, pp. 45254541, 2014.
 E. Novruzov, Blowup phenomena for the weakly dissipative Dullin–Gottwald–Holm equation, Journal of Mathematical Physics, V.54, n.9, 2013.
 E. Novruzov, On blowup phenomena for the weakly dissipative CamassaHolm equation, Journal of Engineering Mathematics, 77, pp.187195, 2012.
 E. Novruzov, On longtime behavior of the positive solutions of nonhomogeneous nonNewtonian equation, Applicable Analysis, V.90 (7), pp.11591168, 2011.
 E. Novruzov, On existence and nonexistence of the positive solutions of nonNewtonian filtration equation, Communications on Pure and Applied Analysis V.10, n.2, pp.719730, 2011.
 E. Novruzov, Quantitative homogenization of attractors of nonNewtonian filtration equations, Mathematical Problems in Engineering, ID 173408, 25 pp., 2010.
 E. Novruzov, On blowup of solution of nonhomogeneous polytropic equation with source, Nonlinear Analysis, V.71 (9), pp.39923998, 2009.
 E. Novruzov, Longtime behavior of solutions of some doubly nonlinear equation, Applicable Analysis, V.86 (10), pp. 12651281, 2007.
 E. Novruzov, On the uniqueness of solution of initial boundary value problem for nonlinear degenerate equation with nonmonotone main part. Transactions Ac.Sci.Azerb. 23, No: 4, pp 155158, 2003.
 E. Novruzov, On the smooth solvability of twodimensional equation of nonstabil filtration, Transactions of IMM NAN Azerb., series of physicaltechnical and mathematical sciences, V.23(5) , pp 162172, 2003.
 K.N.Soltanov, E. B. Novruzov, On some free boundary problems, Transactions of Academy of Sciences of Russia , series of mathematical sciences , V.66, No: 4, pp 155176, 2002.
 E. B. Novruzov, On existence absorbing set for initialboundary value problem for some nonlinear parabolic equation, Transactions of IMM Ac.Sci.Azerb., series of physicaltechnical and mathematical sciences, V.22(4), 2002.
 E. B. Novruzov, On properties of solution of one parabolic equation, Transactions of IMM Ac.Sci.Azerb., series of physicaltechnical and mathematical sciences , V.20(4), pp. 174182, 2000.
 K.N.Soltanov, E.B. Novruzov, A free boundary problem for one nonlinear equations of parabolic type, Proceedings of IMM Ac.Sci.Azerb. devoted to anniversary of Ins.Math. and Mech., pp 162172, 1999.
 E.B. Novruzov, About existence of smooth solution of one type parabolic equations with "Double" nonlinearity, VINITI, Moscow, 3450B96, 1996.
 K.N.Soltanov, E.B. Novruzov, On the solvability of the equation of nonstabil filtration in noncylindric domain, Transactions of IMM Ac.Sci.Azerb. , series of physicaltechnical and mathematical sciences , No:13, pp 159168, 1996.
 E. B. Novruzov, On the smooth solvability of the equation of nonstabil filtration, Proceedings of IMM Ac.Sci.Azerb., V.4, pp 179183, 1996. (Russian Math. Reviews , 19994B 335).
 E. B. Novruzov, One theorem about compact embedding, Materials of scientific conference for postgraduates of National Academy of Sciences of Azerbaijan, Baku , pp. 910, 1996.
Conferences and Meetings
 Novruzov E.,Localinspace blowup criteria for a class of nonlinear dispersive wave equation, International Conference on Applied Mathematics, Modeling and Life Sciences, 2018, Istanbul, Turkey.
 Novruzov E., On the behavior of the solution of the dissipative CamassaHolm equation with the arbitrary dispersion coefficient, 3rd International Eurasian Conference on Mathematical Sciences and Applications, 2014, Vienna, Austria.
 Novruzov E., Blowup phenomena for Dullin–Gottwald–Holm equation with dissipative term, Equadiff 2013, Prague, Czech Republic.
 Novruzov E., On blowup phenomena for the weakly dissipative CamassaHolm equation, Equadiff 2011, Loughborough University, United Kingdom.
 Novruzov E., On blowup of the solution of a nonhomogeneous polytropic equation with source, Workshop on Mathematical Methods in Applied Sciences, 2008, Uludağ University, Bursa, Turkey.
 Novruzov E., Qualitative properties of solutions of some doubly nonlinear equations, Ankara PDE days V, Turkish Mathematical Society Ankara Branch, 2005, Ankara, Turkey.
 Novruzov E., Free boundary problem for nonlinear equations with degeneration, 12th National Mathematical Symposium, 1999, Malatya, Turkey.
 Novruzov E., On smoothness of solution of some parabolic equations, First Turkish world mathematics symposium,1999, Elazig, Turkey.
Completed PhD Theses
Vural Bayrak, Blowup Phenomena for Some Nonlinear Wave Equations, Department of Mathematics, Istanbul Technical University, 2019 (coadvised with İbrahim Özkol)
Completed MSc Theses
Nedim Uçar, A Study on Blow Up of Solutions of Some Nonlinear Parabolic Problems, Department of Mathematics, Hacettepe University, 2010
Cenk Gemici, On Blowup Phenomena for the Weakly Dissipative CamassHolm Equation, Department of Mathematics, Hacettepe University, 2015
Betül Yazar, Behaviour of Solutions for Nonlinear Dispersive Wave Equation, Department of Mathematics, Gebze Technical University, 2018

Doktora: : Academy of Sciences of Azerbaijan, Institute of Mathematics and Mechanics, 1997

Yüksek lisans: : Baku State University, Faculty of Mechanics and Mathematics, 1994

Lisans: : Baku State University, Faculty of Mechanics and Mathematics, 1994
Scientific Researcher, IMM Ac.Sci.Azerb.,Baku,Azerbaijan, 19971999
Senior Scientific Researcher, IMM Ac.Sci.Azerb.,Baku,Azerbaijan, 19992005
Associate Professor, Department of Mathematics, Hacettepe University, Ankara, Turkey, 20052012
Professor, Department of Mathematics, Hacettepe University, Ankara, Turkey, 20122016
Professor, Department of Mathematics, Gebze Technical University, Turkey, 2016
SHORTTERM POSITIONS
Visiting Professor, Faculty of Mathematics, University of Vienna, Austria,
01.10.202031.01.2021
PROJECTS
1. TUBITAKNASU Grant No. 110T558, 20122015, (TurkeyUkrainian).
2. TUBITAK 2219Research Grant No. 1059B191900298, 01.10.202031.01.2021.
TEACHING EXPERIENCE at GTU
MATH 102 Calculus II
MATH 201 Calculus III
MATH 210 Differential Equations
MATH 212 Mathematical Analysis IV
MATH 215 Differential Equations
MATH 217 Linear Algebra and Differential Equations
MATH 302 Complex Analysis II
MATH 303 Real Analysis I
MATH 304 Real Analysis II
MATH 350 Functional Analysis
MATH 405 Applied Partial Differential Equations
MATH 406 Functional Analysis
MATH 542 Real Analysis
MATH 682 Behavioral Properties of the Solutions of Nonlinear Parabolic Equations