curriculum
vitae
Teoman Özer, Ph.D.
Associate Professor
İstanbul
Faculty of Civil
Engineering
Division of Mechanics,
No:371
34469 Maslak, İstanbul,
E-mail: tozer@itu.edu.tr
Tel: +90 212 285 37 80
Fax:+90
212 285 65 87
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B.Sc.:
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M.Sc.:
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M.Sc.:
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Ph.D.:
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Postdoctoral: Massachusetts Institute of
Technology, Department
of Mechanical Engineering, Cambridge, MA, U.S.A.,
2000-2003.
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Postdoctoral: University of Minnesota, School of Mathematics, Minneapolis, MN, U.S.A.,
2004.
Ph.D. Thesis: Symmetry Group Properties of Equations of
Nonlocal Elasticity.
Professional experience
·
Theory of Lie groups and Its Applications (Symmetry group analysis of
local and nonlocal problems in the solid and fluid mechanics and their
applications).
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Continuum Mechanics.
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Applied Mechanics and Mathematics.
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Mathematical Physics.
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Conservations Laws.
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Web-based Education Modules.
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Information Technology.
Teaching interests
Awards and Honors
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Elected
·
Who's Who in Science and
Engineering, 10. Edition, 2008-2009.
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Who's Who in the World,
24. Edition, 2007.
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The best paper award, XIII. National
Conference of Mechanics,
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Postdoctoral fellowship,
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Postdoctoral fellowship, NATO-TUBITAK (The Scientific and Technological
Research Council of Turkey), 1999.
·
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American Society of Civil Engineers, ASCE, 2001.
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American Mathematical Society, AMS, 2001.
Referee
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Mechanics Research Communications.
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International Journal of Engineering Science.
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Journal of Computational and Applied Mathematics.
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International Journal of Non-Linear Mechanics.
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Applied Mathematics and Computation.
Professional
service
· Member of Editorial Board, International Journal of Engineering and Applied Sciences (IJEAS), 2009 - .
Projects
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2001-2003, I-Campus Project, Researcher, Massachusetts Institute of
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2006-2007, Research Project,
Principal Investigator,
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2007-2009, Research Project, Principal
Investigator (Mathematics), TUBITAK (The Scientific and Technological Research Council of
Journal publications
1.
T. Özer (with D. Sahin
and
2.
T. Özer, New travelling wave solutions to AKNS and SKdV Equations, Chaos, Solitons &
Fractals (To
appear).
3.
T. Özer (with E. Yasar),
Conservation laws for one-layer shallow water wave
systems, Nonlinear Analysis: Real
World Applications (To appear).
4.
T. Özer, 2009, The Lie algebra of point
symmetries of nonlocal collisionless Boltzmann
equation in terms of moments, Chaos, Solitons
& Fractals, 40, 793-802.
5.
T. Özer, 2009, New exact
solutions to CDF equations, Chaos, Solitons & Fractals, 39, 13711385.
6.
T. Özer, 2008, Symmetry group analysis and
similarity solutions of variant nonlinear long wave equations, Chaos,
Solitons & Fractals, 33, 722-730.
7.
T. Özer, 2008, An application of symmetry
groups to nonlocal continuum mechanics, Computers & Mathematics with Applications,
55,
1923-1942.
8.
T. Özer, 2008 (with N. Antar),
The similarity forms and invariant solutions of
two-layer shallow-water equations, Nonlinear Analysis: Real World Applications,
9 (3), 791-810.
9.
T. Özer, 2007, The group-theoretical analysis of nonlocal Benney equation, Reports
on Mathematical
Physics, 60 (1), 13-37.
10.
T. Özer, 2005, Symmetry group analysis of Benney system and an application for the shallow-water
equations, Mechanics Research Communications, 2
(3), 241-254.
11. T. Özer, 2005 (with S.
S. Akhiev), Symmetry groups of the equations with
nonlocal structure and an application for the collisionless
Boltzmann equation, International Journal of Engineering Science, 43(1-2),
121-137.
12.T. Özer, 2004 (with E.
G. Cravalho), On
developments in interactive web-based learning modules in a thermal-fluids
engineering course: Part II, International Journal of Engineering
Education, 20(5), 849-860.
13.T. Özer, 2004, On symmetry group properties and general similarity forms of
the Benney equations in the Lagrangian
variables, Journal of Computational and Applied Mathematics, 169(2), 297-313.
14.T. Özer, 2003,
Symmetry group classification for two-dimensional elastodynamics
problems in nonlocal elasticity, International Journal of Engineering Science, 41(18), 2193-2211.
15. T. Özer, 2003,
Symmetry group classification for one-dimensional elastodynamics
problems in nonlocal elasticity, Mechanics Research Communications, 30(6), 539-546.
16.T. Özer, 2003,
Solutions of Navier equations of classical elasticity
using Lie symmetry groups, Mechanics Research Communications, 30(2), 193-201.
17. T. Özer, 2003 (with M.
Kenworthy, J. G. Brisson,
E. G. Cravalho and G. H. McKinley), On developments
in interactive web-based learning modules in a thermal-fluids engineering
course, International Journal of Engineering Education, 19(2), 305-315.
18.T. Özer, 2000,
Solution of the Boussinesq problem using Lie
symmetries, Mathematical and Computational Applications, 5(1), 1-11.
19.T. Özer, 1999, On the symmetry group properties of equations of nonlocal
elasticity, Mechanics Research Communications, 26(6),
725-733.
Seminars and invited talks
·
Similarity solutions of gravity currents, Mustafa İnan
Seminar, Istanbul Technical University,
Department of Civil Engineering, 2009 (with D. Sahin).
·
Conservations laws for some partial differential equations, Workshop on Mathematical Methods in Applied Sciences,
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Nonlocal equations and symmetry group applications in mechanics, Workshop on Mathematical Methods in Applied Sciences,
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Conservations laws for evolution equations, Mustafa İnan
Seminar,
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Symmetries and Nonlocal Continuum Mechanics, National Academy of Sciences of Ukraine, Institute of Mathematics,
Kiev, Ukraine, 2007.
·
An approach for solving nonlocal determining equations, IMA Summer School, University of Minnesota (Poster Presentation), Minneapolis, U.S.A.,
2006.
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Applications of Information Technologies in Mechanics Education, Mustafa
İnan Seminar, Istanbul Technical University, Department of Civil Engineering,
2006.
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Symmetry group analysis of nonlocal equations in Mathematical Physics
and new approaches, Department of Mathematics Seminar,
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A new approach for symmetry group analysis of nonlocal equations with
general form,
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Web-based education models and implementations, Mustafa İnan Seminar,
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Applications of the Lie groups to integro-differential
equations, Mathematical Physics Seminar,
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On the symmetry group properties of equations with nonlocal structures,
Differential Equations and Applications Seminar, Istanbul Technical University, Faculty of Science and Letter,
Department of Mathematics, 2004.
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On the symmetry group properties of differential equations, Mustafa İnan Seminar, Istanbul
Technical University, Department of Civil Engineering, 2004.
Conference publications
·
T. Özer, 2009 (with E. Yasar),
Lie group analysis and conservation laws to the foam
drainage equation. XVI.National Conference of Mechanics, 22-26 June, Kayseri,
Turkey.
·
T. Özer, 2009 (with F. Rezvan),
Symmetries
of integro-differential equation for a plasma physics problem, International Conference on Differential
and Integro-Differential Equations, MOGRAN-13,
18-22 June, Ufa, Russia.
·
T. Özer, 2008 (with D. Sahin),
Theorotical-group
analaysis of the inviscid gravity currents, Pre-ICM International Convention on
Mathematical Sciences, 18-20 December, Delhi, India.
·
T. Özer, 2008 (with E. Yasar),
Conservation
laws, potential symmetries and invariant solution for non-conservative one
dimensional Fokker-Planck equation, 20thInternational
Congress of Jangjeon Mathematical Society,
21-23 August, Bursa, Turkey
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T. Özer, 2008 (with
·
T. Özer, 2007 (with D. Sahin
and
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T. Özer, 2006 (with
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T. Özer, 2005 (with
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T. Özer, 2004, On symmetry group properties of
the Benney equations, Proceedings of the Fifth
International Conference on Symmetry in Nonlinear Mathematical Physics,
National Academy of Sciences of Ukraine,
Institute of Mathematics, Kiev, Ukraine, 21-28 June, pp. 214-219.
·
T. Özer, 2004 (with S. S. Akhiev),
A direct method for investigation of symmetry groups
of integro-differential equations, Proceedings
of the XIII. National Conference of Mechanics,
·
T. Özer, 1999, Calculation of Boussinesq problem using Lie symmetries,
Proceedings of the International Conference on Differential Equations, EQUADIFF 99, 1-7 August, Berlin,
Germany.
·
T. Özer, 1999, On the
symmetry groups of the two-dimensional elastodynamics
problem of nonlocal elasticity, Proceedings of the Second International
Symposium on Mathematical and Computational Applications, September
1-3,
·
T. Özer, 1999, Solution of the two-dimensional elastodynamics
problem using Lie symmetries, Proceedings of the XI. National Conference of Mechanics, 6-10
September, Bolu, Turkey.