| Faculty of Science

The solution by generalized Mann iteration of nonlinear equations of the pseudo-
monotone type in Banach spaces

Read more about The solution by generalized Mann iteration of nonlinear equations of the pseudo- monotone type in Banach spaces

Research Authors

A.M.Saddeek and S.A.Ahmed

Research Department

Department of Mathematics

Research Journal

Far East Journal of Mathematical Sciences (FJMS)

Research Member

Ali Mohamed Saddeek Abdellah

Research Rank

1

Research Year

2012

Convergence analysis of generalized iterative methods for some variational
inequalities involving pseudo-monotone operators in Banach spaces

Read more about Convergence analysis of generalized iterative methods for some variational inequalities involving pseudo-monotone operators in Banach spaces

Research Authors

A.M.Saddeek

Research Department

Department of Mathematics

Research Journal

Applied Mathematics and Computation

Research Member

Ali Mohamed Saddeek Abdellah

Research Rank

1

Research Year

2011

Coincidence points by generalized Mann iterates with applications in Hilbert spaces

Read more about Coincidence points by generalized Mann iterates with applications in Hilbert spaces

Research Authors

A. M. Saddeek

Research Department

Department of Mathematics

Research Journal

Nonlinear Analysis : Theory Method and Application

Research Member

Ali Mohamed Saddeek Abdellah

Research Rank

1

Research Year

2010

Iterative method for nonlinear - pseudomonotone type operators in uniformly
Smooth Banach spaces

Read more about Iterative method for nonlinear - pseudomonotone type operators in uniformly Smooth Banach spaces

Research Authors

A. M. Saddeek

Research Department

Department of Mathematics

Research Journal

Far East Journal of Applied Mathematics

Research Member

Ali Mohamed Saddeek Abdellah

Research Rank

1

Research Year

2009

Generalized iterative process and associated regularization for J – pseudomonotone
mixed variational inequalities

Read more about Generalized iterative process and associated regularization for J – pseudomonotone mixed variational inequalities

Research Authors

A. M. Saddeek

Research Department

Department of Mathematics

Research Journal

, Applied Mathematics and omputation

Research Member

Ali Mohamed Saddeek Abdellah

Research Rank

1

Research Year

2009

Iterative method for nonlinear pseudomonotone type operators in Hilbert spaces

Read more about Iterative method for nonlinear pseudomonotone type operators in Hilbert spaces

Research Authors

A. M. Saddeek

Research Department

Department of Mathematics

Research Journal

Far East Journal of Applied Mathematics

Research Member

Ali Mohamed Saddeek Abdellah

Research Rank

1

Research Year

2008

Some fixed point theorems in Banach spaces for three weakly compatible mappings

Read more about Some fixed point theorems in Banach spaces for three weakly compatible mappings

Research Authors

A. M. Saddeek

Research Department

Department of Mathematics

Research Journal

Fixed point Theory

Research Member

Ali Mohamed Saddeek Abdellah

Research Rank

1

Research Year

2007

Convergence analysis of iterative methods for some variational inequalities with
J – pseudomonotone operators in uniformly smooth Banach spces

Read more about Convergence analysis of iterative methods for some variational inequalities with J – pseudomonotone operators in uniformly smooth Banach spces

Research Authors

A. M. Saddeek and S. A. Ahmed

Research Department

Department of Mathematics

Research Journal

International Journal of Applied Science and Computation

Research Member

Sayed Attia Ahmed Sayed

Research Rank

1

Research Year

2008

Convergence analysis of iterative methods for some variational inequalities with
J – pseudomonotone operators in uniformly smooth Banach spces

Read more about Convergence analysis of iterative methods for some variational inequalities with J – pseudomonotone operators in uniformly smooth Banach spces

Research Authors

A. M. Saddeek and S. A. Ahmed

Research Department

Department of Mathematics

Research Journal

International Journal of Applied Science and Computation

Research Member

Ali Mohamed Saddeek Abdellah

Research Rank

1

Research Year

2008

Finite dimensional approximations for mixed variational inequalities with J- pseudo- monotone operators

Read more about Finite dimensional approximations for mixed variational inequalities with J- pseudo- monotone operators

Research Authors

A. M. Saddeek and S. A. Ahmed

Research Department

Department of Mathematics

Research Journal

Applied Mathematical Sciences

Research Member

Sayed Attia Ahmed Sayed

Research Pages

2867 – 2874.

Research Rank

1

Research Vol

vol 2 no (58) ,

Research Year

2008