Summary

Dr. Salah began his career in 1979 as an instructor in the Mathematics Department of the Faculty of Science of Alexandria University, Egypt. He then became an Assistant Lecturer in 1985 and a Lecturer in 1992 in the same college. He joined the University of Bahrain as a Mathematics Lecturer in the Mathematics Department in 1996. Dr Salah joined Ahlia University in 2007 in the Department of Mathematical Sciences in the College of Arts and Science.

Research

Dr Salah’s research interests are:

  1. Pure Mathematics
  2. Applied Mathematics
  3. Integral Equation
  4. Differential Equations

 

Dr. Salah Ahmed Mahmoud Hasan Research

Teaching

Dr Salah’s teaching includes various courses in mathematics:

  1. Basic mathematics (Math 053)
  2. Introductory Mathematics (Math103 )
  3. Introductory Mathematics (Math104 )
  4. Calculus 1
  5. Calculus 11
  6. Calculus 111

Publications

  1. On the problem of stretched infinite plate weakened by an arbitrary curvilinear hole; PU.M.A,Vol.5 (1992),No.2,pp-332-337(  Bulgaria –mathematics journal )

  2. On different methods for solving the Fredholm integral equation of the first kind with logarithmic kernel; Daki. Akad. Nauk. Ar. Vol.1 (1992),pp 1-10

  3. Boundary value of a contact problem; PU.M.A,Vol.5 (1994),No.3,pp311-316  (  Bulgaria – mathematics journal )

  4. First and Second Fundamental Problems for an Elastic Infinite Plate with a Curvilinear Hole; Alexandria Engineering journal, (1994).Vol. 33 , No.4 ,pp227-232

  5. An infinite plate with a flowing heat; Atti Sem. Mat. Fis. Univ. Modena, (1996) XL,VII,pp 265268 (Modena University-mathematics and physics department )

  6. Fundamental problems for an elastic infinite plate weakened by curvilinear holes; PU.M.A,Vol.5 (1997) (  Bulgaria –mathematics journal )

  7. A flowing heat with a curvilinear hole for an infinite plate; Far East J.Math Sci. (1998),pp.969976

  8. Anumerical method of some singular integral equations in the dynamic elastic problems; Far East Appl. Math. (1999), Vol. 3 No.(1), pp. 101-111

  9. Fredholm integral equation with singular kernel; Korean J.Comput. and Appl. Math. (2000) Vol.7, No.1,pp223-236

  10. Nastrom method for the solution of singular integral equation of the second kind; Atti Sem Math. FIS. Univ. Modena (2002) ,XL Vol.1,pp503-509 (Modena University-mathematics and physics department )

  11. Potential theory method in the integral equation of the first kind; Atti Sem Math. FIS. Univ. Modena (2004) ,XL Vol.1 pp.245-248. (Modena University-mathematics and physics department )

  12. On different methods for solving the integral equation of the first kind; Dak.Akad. Nauk. Ar. (2006)

  13. Integral Equation with Hypergeometeric kernel; O.M.Math.Journal. (2009) (Akademic Nauk Armenia)

  14. On different methods for solving the integral equation of the first kind; Dokl.,Akad.Nauk,Aremnia (2011) (Akademic Nauk Armenia)

  15. Krein’s method with certain singular kernel for solving the integral equation of the first kind; Periodica Math. Hung.,(2013)

  16. On the problem of stretched infinite plate; PU.M.A. (2015) (  Bulgaria –mathematics journal )

  17. Teaching Mathematics for engineering students; PU.M.A (2016) (  Bulgaria –mathematics journal )

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