Faculty Members

مواقع أعضاء هيئة التدريس

كل ما تحتاجه من أستاذك… في مكان واحد

Dr.Imed Rajeb DAOU KEDIM

دكتوراه رياضيات Associate Professor College of Science and Humanity Studies in Alkharj

Kharj
011-588-8888
i.kedim@psau.edu.sa

Curriculum Vitae
Publications

Publications

Kedim, I, Berzig, M. Fixed point theorems for Maia α-ψ contractive type mappings with applications. Journal of Mathematical Analysis and Applications (2021).
Abdelli, H. Askri, G. Kedim, I. Equicontinuity of Maps on Local Dendrites. Qualitative Theory of Dynamical Systems (2021).
Berzig, M, Kedim, I. Eilenberg–Jachymski collections and its first consequences for the fixed point theory. Journal of Fixed Point Theory and Applications (2021).
Kedim, I, Berzig, M, Ajmi, NA. Positive coincidence points for a class of nonlinear operators and their applications to matrix equations. Open Mathematics (2020).
Baklouti, A. Boussoffara, M. and Kédim, I. Some problem of deformation on three-step nilpotent Lie groups. Hiroshima Mathematical Journal (2018).
Baklouti, A. Boussoffara, M. and Kédim, I. Stability of discontinuous groups acting on homogeneous spaces. Mathematical Note (2018).
Berzig, M. Kédim, I. and Mannay, A. Multivalued fixed point theorem in b-metric spaces and its application to differential inclusions. Filomat (2018).
Ayari, M. I., Berzig, M., and Kédim, I. Coincidence and common fixed point results for beta-quasi-contractive mappings on metric spaces endowed with a binary relation. Mathematical Sciences, 10 (3) (2016), 105-114.
Kédim, I. Rigidity of discontinuous actions on diamond homogeneous spaces. J. Math. Sci. Univ. Tokyo 23 (2016) 1-23.
Baklouti, A. ElAloui, N., and Kédim, I. The Selberg-Weil-Kobayashi rigidity theorem: the rank one solvable case. Int. J.Math. 27 (10) (2016), 113-136.
Baklouti, A. and Kédim, I. Open problems in deformation theory of discontinuous groups acting on homogeneous spaces. Int. J. Open Problems Comput. Math. , Vol. 6, No. 1, March 2013.
Baklouti, A. and Kédim, I. On the local rigidity of discontinuous groups for exponential solvable Lie groups. Adv. Pure Appl. Math. 4 (2013), 3-20.
Baklouti, A. El Aloui, N., and Kédim, I. A rigidity Theorem and a Stability Theorem for two-step nilpotent Lie groups. J. Math. Sci. Univ. Tokyo 19 (2012), 1-27.
Abdelmoula, L. Baklouti, A., and Kédim, I. The Selberg-Weil-Kobayashi Local Rigidity Theorem for Exponential Lie Groups. Int. Math. Res. Notices, 17 (2012) 4062-4084.
Baklouti, A. and Kédim, I. On non-abelian discontinuous subgroups acting on exponential solvable homogeneous spaces. Int. Math. Res. Notices, 7, 2010 (1315- 1345).
Baklouti, A. Kédim, I., and Yoshino. T. On the deformation space of Clifford-Klein forms of Heisenberg groups. Int. Math. Res. Notices, doi :10.1093/imrn/rnn066.
Baklouti, A. Kédim, I. On the deformation space of Clifford-Klein forms of some exponential homogeneous spaces. Int. J. Math. Vol. 20, No. 7 (2009) 817-839.
Kédim, I. Megdiche. H. Sur le cortex d'un groupe de Lie nilpotent. J. Math. Kyoto. Univ. volume 49, number 1, 2009.

To call from inside the university 1200
To call from outside the university 011-588-1200
E-mail pr@psau.edu.sa
To request a service and open a fault report ithelp.psau.edu.sa

Official government website of the Government of the Kingdom of Saudi Arabia

Links to official Saudi websites end with edu.sa

Government websites use the HTTPS protocol for encryption and security.

Dr.Imed Rajeb DAOU KEDIM

Publications

Contact the university leaders

Administration of Public Relations and Media

Social

Official government website of the Government of the Kingdom of Saudi Arabia

Links to official Saudi websites end with edu.sa

Government websites use the HTTPS protocol for encryption and security.

Faculty Members

Dr.Imed Rajeb DAOU KEDIM

Publications

Administration of Public Relations and Media