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Research Groups

 Research Groups

 

Research Groups

 

There are essentially five Research groups in the Mathematics Department in  Zulfi College of Sciences, Majmaa University. In fact , two of the Full Professors in the Department ( namely Professor Dr/Adel Mohamed Zaki –Head of the Department and Professor Dr  / Mohamed Abdl- Hakim  )are leading two of this research groups.

The groups are as follows                                                                 

 

  • Fuctional Analysis

  • The main priorities of this group is to study the following aspects

    a)Maximum Principle.

    b)Existence and stability of weak solutions for non-linear systems .

    c)Ideal Structure of Operator Algebras (C*-algebras and von Neuman algebras ).

    d)The pure state spaces of C*-Algebras.

    e)The Fractional Calculus Theorem.

    f)Sampling Theorem and Fourier Analysis.

     

    Members of this group are

 

Topology

 

The main priority of this group is to study

a)Rough and Fuzzy functions in classification .

b)rough and Fuzzy set-based image compression.

c)The notion of M-topological space and the concept of open multisets.

 

Members of this group are 

 

fluid dynamic group

  • The main priorities of this group is to study

    a)Non-Newtonian fluids ( Micro polar Fluids ,…. )

    b)Heat and Mass transfer in Fluid Dynamics.

    c)Nano Fluid.

    d)Radiation ,Thermal dispersion ,magnetic field,heat generation ,thermal dispersion ,……

    e)Bifurcation in Fluid dynamics.

     

  • Members of this group are 

Operations research

 

  • The main priorities of this group is to study the following
    a)Differential Games.
    b)Semi-infinite and E-convex  Programming.
    c)Multi –objective Programming.
    d)Fuzzy Mathematics Programming.
    e) K-rough Programming.

     

  • Members of this group are
     Dr. Abdumonem Mogahed   (Head of the Group)

 

 

   

Abstract Algebra and Applications Group

 

The main priorities of this group is to study the following

1) Particular groups and Semigroups.

2) Semirings  .

3) Ternary algebraic structures.

4) General tropical semirings.

5) Coding theory on general rings.

 

Members of this group are