Prof.Dr. POOM KUMAM
Email: poom.kum@kmutt.ac.th Phone: 024708994 URL: https://poomkumam.wordpress.com/ |
Work Affiliations
Strategic Research Themes
- Computational Science and Engineering (Digital Transformation)
- Computer Security (Information Technology)
- Digital Transformation (Strategic Research Themes)
- High Performance Computing (Computational Science and Engineering)
- Information Technology (Digital Transformation)
- Innovative Materials, Manufacturing and Construction (Strategic Research Themes)
- Modeling Design and Optimization (Computational Science and Engineering)
Publications
- ● The robustness of generalized random Bayesian abstract fuzzy economy models; Saipara P., Kumam P.; 2017; Journal article
- ● Viscosity Approximation Method for Split Common Null Point Problems between Banach Spaces and Hilbert Spaces; Promluang, K; Kumam, P; 2017; Journal article
- ● A Modified Iterative Algorithm for Split Feasibility Problems of Right Bregman Strongly Quasi-Nonexpansive Mappings in Banach Spaces with Applications; Padcharoen A., Kumam P., Cho Y.J., et al.; 2016; Journal article
- ● A new approach to study fixed point of multivalued mappings in modular metric spaces and applications; Jain D., Padcharoen A., Kumam P., et al.; 2016; Journal article
- ● A new class of S -contractions in complete metric spaces and GP -contractions in ordered metric spaces; Komal S., Kumam P.; 2016; Journal article
- ● A new generalization of Apostol type Hermite-Genocchi polynomials and its applications; Araci, S; Khan, WA; Acikgoz, et al.; 2016; Journal article
- ● A new generalization of Apostol type Hermite–Genocchi polynomials and its applications; Araci S., Khan W.A., Acikgoz M., et al.; 2016; Journal article
- ● A new multi-step iterative algorithm for approximating common fixed points of a finite family of multi-valued bregman relatively nonexpansive mappings; Kumam W., Sunthrayuth P., Phunchongharn P., et al.; 2016; Journal article
- ● A novel framework of complex valued fuzzy metric spaces and fixed point theorems; Singh D., Joshi V., Imdad M., et al.; 2016; Journal article
- ● A viscosity of Cesaro mean approximation method for split generalized equilibrium, variational inequality and fixed point problems; Deepho, J; Martinez-Moreno, J; Kumam, et al.; 2016; Journal article
- ● A viscosity of Cesเro mean approximation method for split generalized equilibrium, variational inequality and fixed point problems; Deepho J., Martํnez-Moreno J., Kumam P.; 2016; Journal article
- ● Best proximity point for Z-contraction and suzuki type Z-contraction mappings with an application to fractional calculus; Komal S., Kumam P., Gopal D.; 2016; Journal article
- ● BEST PROXIMITY POINTS THEOREMS FOR GENERALIZED MIZOGUCHI-TAKAHASHI'S CONTRACTION PAIRS; Sintunavarat, W; Kumam, P; 2016; Journal article
- ● Best proximity points theorems for generalized mizoguchi-takahashi's contraction pairst; Sintunavarat W., Kumam P.; 2016; Journal article
- ● Best proximity point theorems for multivalued mappings on partially ordered metric spaces; Pragadeeswarar V., Marudai M., Kumam P.; 2016; Journal article
- ● COINCIDENCE POINT THEOREMS OF MULTIDIMENSIONAL FOR (phi)- WEAK CONTRACTION IN FUZZY METRIC SPACES; Khaofong, C; Thounthong, P; Kumam, et al.; 2016; Journal article
- ● Common Fixed Point Results for phi-psi-Weak Contraction Mappings via f-alpha-Admissible Mappings in Intuitionistic Fuzzy Metric Spaces; Onsod, W; Kumam, P; 2016; Journal article
- ● Computational coupled fixed points for F-contractive mappings in metric spaces endowed with a graph; Sumalai, P; Kumam, P; Gopal, et al.; 2016; Journal article
- ● Convergence theorem for equilibrium problem and Bregman strongly nonexpansive mappings in Banach spaces; Kumam W., Witthayarat U., Kumam P., et al.; 2016; Journal article
- ● Coupled Best Proximity Points under the Proximally Coupled Contraction in a Complete Ordered Metric Space; Kumam, P; Ansari, AH; Sitthithakerngkiet, et al.; 2016; Journal article
Expertise
- Algorithms for Image Processing
- Algorithms in Signal and Image Processing
- Computational Fluid Dynamics (CFD)
- Computational Science and Simulation
- Convex Optimization
- Differential game
- Equilibrium Problem
- Fixed Point Algorithms in Optimization and Equilibrium Theory
- Fixed Point Approach to Differential Equations and Controls
- Fixed Point Theory
- Fuzzy soft set
- Iterative Algorithms
- Nonlinear Analysis
- Optimization Algorithms
- Variational Inequality










