Graphical Representations of Adolescents’ Psychophysiological Reactivity to Social Stressor Tasks: Reliability and Validity of the Chernoff Face Approach and Person-Centered Profiles for Clinical Use Andres De Los Reyes, Amelia Aldao, Noor Qasmieh, Emily J. Dunn, Melanie F. Lipton, Catharina Hartman, Eric A. Youngstrom, Lea R. Dougherty, and Matthew D. Lerner Online First Publication, July 18, ...

We show that the convergences of Jungck, JungckMann, Jungck-Ishikawa, Jungck-Noor and Jungck-multistep iteration processes are equivalent for a class of generalized contractivelike operators defined on a Banach space. Our results are generalizations and extensions of the work of Soltuz [20, 21], Zhiqun [23] and some other numerous ones in literature.

We introduce a modified Noor iteration scheme generated by an infinite family of strict pseudo-contractive mappings and prove the strong convergence theorems of the scheme in the framework of q−uniformly smooth and strictly convex Banach space. Results shown here are extensions and refinements of previously known results.

In this paper, we analyze a three-step iterative scheme for three strongly pseudocontractive mappings in a uniformly smooth Banach space. Our results can be viewed as an extension of three-step and two-step iterative schemes of Glowinski and Le Tallec [3], Noor [1215] and Ishikawa [7], Liu [10] and Xu [20]. 2000 Mathematics Subject Classification: Primary 47H10, 47H17: Secondary 54H25

Investigating the Effect of Entrepreneurial Orientation on Intention Small and Medium Agricultural Businesses: The Mediating Role Psychological Capital (Case Study: Paddy Farmers in Noor City)

In this paper, we prove the weak convergence of a modified Khan iteration for nonself I nonexpansive mapping in a Banach space which satisfies Opial’s condition. Our result extends and improves these announced by S. Chornphrom and S.Phonin [Weak Converges Theorem of Noor iterative Scheme for Nonself I-Nonexpansive mapping, Thai Journal of Mathematics Volume 7(2009) no.2:311-317].

In this paper, we introduce and study a class of generalized nonlinear complementarity problems and construct an iterative algorithm, called the Noor iterations with errors, by using the change of variables technique. We establish the existence and uniqueness of solution of the generalized nonlinear complementarity problem and the convergence and stability of iterative sequence generated by the...

BH3-only proteins to kill neuroblastoma cells Sue Mian Then1, Jen Kit Tan2, Raja Noor Zaliha Raja Abd. Rahman3, Musalmah Mazlan4, Rahman Jamal2 and Wan Zurinah Wan Ngah2,5 1University of Nottingham Malaysia Campus, Semenyih, Malaysia 2UMBI, UKM, Cheras, Malaysia 3Universiti Putra Malaysia, UPM Serdang, Malaysia 4Universiti Teknologi MARA, Sungai Buloh, Malaysia 5UKM KL Campus, Kuala Lumpur, Mal...