Emanullah HIZEL

CURRICULUM VITAE

Full Name          : Emanullah Hızel

Date of Birth      : August 16, 1960

Place of Birth    : Düzce

Marital Status    : Married

Address              : Istanbul Technical University, Faculty of               

Sciences and Letters , Department of    Mathematics , Maslak,80626

Istanbul ,Turkey

Phone                 : Work: +90 212 285 33 45

Home: +90 212 556 92 40

Mobile: +90 533 232 23 29

Fax : +90 212 285 63 86

E-mail                  : hizel@itu.edu.tr

University Education:

Ph.D  : Applied Mathematics , İ. T. Ü (1990)

M.S    : Applied Mathematics , İ. T. Ü (1985)

B.S     : Mathematical Engineering , İ. T. Ü (1982)

Work Status :

Istanbul Technical University

Associate Professor in Applied Mathematics (1996- Present)

Assistant Professor in Applied mathematics  (1990-1996)

Research Assistant in Department of Mathematics (1982-1990)

Research Areas :

High- Dimensional Kaluza-Klein Theory

Quantum groups and q- basic structures

Dynamical systems and Non-linear Differential Equations

Lecturers

Undergraduate

Calculus I,II; Mathematical Analysis I,II,III,IV; Complex Analysis;

Differential Equations; Variational Calculus; Discrete Mathematics;

 Linear  Algebra

Graduate

Methods in Applied Algebra and Analysis ; Advanced Variational Calculus

Thesis Titles

(Supervised by Assoc. Prof. Emanullah Hızel)

                  Ph.D Thesis

1.”Mathematical Aspects of Harmony in Music “, Alper Gönen , May 1998

2. “Algebraic Structures related to some deformed oscillators” , Ayşe Peker Dobie , October 2000

Research in a foreing country

1.)  July 15 – September 15 ,1996 , International Center for Theoretical Physics Institute, Trieste ,Italy (supported  Balkan Physical Union)

2. ) July 7 -  December 31 , 1997 , Visitor Prof. Lehigh university, U.S.A , (NATO-B2)

Memberships

Mathematical Assosiation of Turkey; Physical Assosiation of Turkey

Administrative Jobs

Assistant of Head of Mathematical Department (1993-1996)

Membership of Faculty Commitee (1994-1996)

Publications

1.  E. Hızel, Ph. D. Thesis, “ Non-Abelian Kaluza-Klein theory”, Istanbul Technical University (1990)

2. E. Hızel and M. Can, “ A dispersive wave solution to the Korteweg-de Vries Equation “, Bulletin of the Technical University of Istanbul, Vol.38, 283 (1985)

3. E. Hızel and M. Can, “Seminumerical solution of the Korteweg-de Vries Equation” , Proceedings of the symposium on numerical analysis and its applications, 11-14 February 1985, METU-Ankara

4. M. Arık, E. Hızel and A. Mostafazadeh, “The Schwarzchild solution in non-Abelian Kaluza-Klein theory” , Classical and Quantum Gravity 7, 1425 (1990)

5. M. Arık and E. Hızel, “A study of cosmological solutions of non-Abelian Kaluza-Klein theory with variable internal size” , Classical and Quantum Gravity 8, 879 (1991)

6. E. Hızel, “General behaviour of cosmological solutions of Kaluza-Klein theory with constant internal size” , Bulletin of the Technical University of Istanbul, Vol.46, 201 (1993)

7. M. Arık and E. Hızel, “Oscillating Universes in Kaluza-Klein cosmology”, Balkan Physics Letters 1 (2), pp.59-64 (1993)

8. M. Arık, F. Aydın, S. Çelik and E. Hızel, “Quantum Grassmannian Manifolds”, Balkan Physics Letters 1 (3,4), pp.102-106 (1993)

9. M. Arık, F. Aydın, E. Hızel, J. Kornfilt and A. Yıldız, “Braid group Related Algebras, Their Representations and Generalized Hydrogen-Like Spectra”, Journal of Mathematical Physics 35(6), 3074-3088 (1994)

10. S. Çelik and E. Hızel,”h-deformation of Gr(2)”, J. Phys. A: Math. and Gen. 30, 4677-4680 (1997)

11. S.A. Çelik, E. Hızel and S. Çelik,” Two-parametric extension of h-deformation of Gr(1!1) “, Journal of Mathematical Physics 40 (6), 3091-3098 (1999)