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CURRICULUM VITAE (C.V.)

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<strong>CURRICULUM</strong> <strong>VITAE</strong> (C.V.)<br />

Personal Details :<br />

Full Name : Mohamed Khalil EL Gayyar<br />

Nationality : Egyptian .<br />

Date and Place of Birth : 6/9/1956, Dakahliya, Egypt .<br />

Martial Status : Married .<br />

Languages : Arabic(mother tongue), English.<br />

Address: Department of Mathematics, Faculty of Engineering, Suez Canal University,<br />

Port Said, Egypt.<br />

Tel. No.: 0020663412214-0020507750057-0020162085444<br />

Email: Mohamedelgayyar@hotmail.com<br />

Education :<br />

1- B.Sc. in Mathematics, May 1979 from Faculty of Science, Assuit University .<br />

2- M.Sc. in Mathematics , June 1987 from Faculty of Science, Assuit University. Titled<br />

“Some problems in non linear mechanics”<br />

3-Ph.D. in Mathematics, May 1994 ,according to channel system between Suez Canal<br />

University, Egypt and Gent University, Fuzziness and Uncertainty Modelling<br />

Research Unit Dep.of Applied Mathematics andComputer Science - Belgium. Titled<br />

“ A study of fuzzy smooth structures and some applications”<br />

Career Résumé :<br />

1- Demonstrator from Oct.1979 in Mathematics Department,<br />

Faculty of Science , Assuit University .<br />

1- Demonstrator from May.1982 in Mathematics Department,<br />

Faculty of Engineering , Port-Said, Suez Canal University .<br />

2- Assistant Lecturer from July1987 in Mathematics Department,<br />

Faculty of Engineering, Port-Said, Suez Canal University.<br />

3- Lecturer from Jun.1994 in Mathematics Department,<br />

Faculty of Engineering , Port - Said, Suez Canal University .<br />

Major Field of Interest:<br />

Mathematics, Smooth Topology, Fuzzy set theory .


Publications :<br />

(1) Almost compactness and near compactness in smooth topological spaces<br />

Fuzzy Sets and Systems 62 (1994) 193 -202<br />

(2) Smooth pretopological spaces<br />

The Journal of the Egyptian mathematical society vol.6(1) (1998) PP. 9-26<br />

(3) On smooth topological spaces II :separation axioms<br />

Fuzzy Sets and Systems 119 (2001) 495 -504<br />

(4) Smooth neighberhood structures.<br />

Korea Fuzzy Logic and Intelligent Systems Society (2002) Vol. 12, No. 2, PP.187-191<br />

(5) Smooth Ideals.<br />

Korea Fuzzy Logic and Intelligent Systems Society (2002) Vol. 12, No. 1, PP.90-95<br />

(6) On Fuzzy Uniform Spaces.<br />

The Journal of Fuzzy Mathematics (2003) Vol. 11, No. 2, PP.279-299.<br />

Los Angeles.<br />

(7) On Fuzzy Preproximity Spaces.<br />

The Journal of Fuzzy Mathematics (2003) Vol. 11, No. 2, PP.355-378.<br />

Los Angeles.

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