# Search results for: Abdul Rahim Khan

Soft Computing > 2019 > 23 > 16 > 7393-7406

Journal of Fixed Point Theory and Applications > 2018 > 20 > 2 > 1-19

Mediterranean Journal of Mathematics > 2016 > 13 > 4 > 2061-2071

Fixed Point Theory and Applications > 2015 > 2015 > 1 > 1-13

*et al.*(Appl. Math. Comput. 212:51-59, 2009), an analogue of the viscosity iterative method of Fukhar-ud-din

*et al.*(J. Nonlinear Convex Anal. 16:47-58, 2015)...

Fixed Point Theory and Applications > 2015 > 2015 > 1 > 1-5

Fixed Point Theory and Applications > 2015 > 2015 > 1 > 1-9

Applied Mathematics and Computation > 2014 > 231 > Complete > 521-535

Fixed Point Theory and Applications > 2014 > 2014 > 1 > 1-12

*C*is a nonempty closed and convex subset of a Hilbert space. The new convergence theorems generalize, extend, improve, and complement very important old and recent results in coupled fixed point theory. Some appropriate examples...

Fixed Point Theory and Applications > 2014 > 2014 > 1 > 1-10

Fixed Point Theory and Applications > 2014 > 2014 > 1 > 1-16

*φ*-asymptotically nonexpansive mappings in a Banach space

*E*. As an application of our result, we suggest a framework for finding a common solution of a...

Fixed Point Theory and Applications > 2013 > 2013 > 1 > 1-11

**MSC:**47H09, 47H10.

Fixed Point Theory and Applications > 2012 > 2012 > 1 > 1-13

Fixed Point Theory and Applications > 2012 > 2012 > 1 > 1-12

**Mathematics Subject Classification (2010):**Primary:...

Fixed Point Theory and Applications > 2012 > 2012 > 1 > 1-10

*T*is generalized (

*f*,

*g*)-weakly contractive mapping on a nonempty subset of a Banach space. As applications, the invariant approximation results are proved. Our results unify and improve several recent results in the literature.

**Mathematics Subject Classification 2000:**Primary, 47H10; 54H25; 47E10.

Applied Mathematics and Computation > 2011 > 217 > 13 > 6328-6336

Nonlinear Analysis > 2011 > 74 > 3 > 783-791

Applied Mathematics Letters > 2011 > 24 > 2 > 97-102

Computers and Mathematics with Applications > 2010 > 59 > 8 > 2990-2995