Thongchai Dumrongpokaphan

1.) Dumrongpokaphan T., Patanarapeelert N., Sitthiwirattham T., Nonlocal neumann boundary value problem for fractional symmetric hahn integrodifference equations, Symmetry, 13, (2021),2303.

2.) Dumrongpokaphan T., Ntouyas S.K., Sitthiwirattham T., Separate fractional (P, q)-integrodifference equations via nonlocal fractional (p, q)-integral boundary conditions, Symmetry, 13, (2021),2212.

3.) Dumrongpokaphan T., Patanarapeelert N., Sitthiwirattham T., Existence results of nonlocal Robin mixed Hahn and q-difference boundary value problems, Advances in Difference Equations, 2020, (2020),294.

4.) Dumrongpokaphan T., Patanarapeelert N., Sitthiwirattham T., On sequential fractional q-Hahn integrodifference equations, Mathematics, 8, (2020),753.

5.) Dumrongpokaphany T., Koshelevaz O., Kreinovichz V., Translating discrete estimates into a less detailed scale: An optimal approach, Thai Journal of Mathematics, 17, (2019),41-55.

6.) Dumrongpokaphan T., Patanarapeelert N., Sitthiwirattham T., Existence results of a coupled system of Caputo fractional Hahn difference equations with nonlocal fractional Hahn integral boundary value conditions, Mathematics, 7, (2018),15.

7.) Longpré L., Kreinovich V., Dumrongpokaphan T., Entropy as a measure of average loss of privacy, Thai Journal of Mathematics, 15, (2017),7-15.

8.) Dumrongpokaphan T., Kreinovich V., Nguyen H.T., Maximum entropy as a feasible way to describe joint distribution in expert systems, Thai Journal of Mathematics, 15, (2017),35-44.

9.) Dumrongpokaphan T., Kananthai A., On the estimation of the hedging of the asset price involving the asian option, Far East Journal of Mathematical Sciences, 100, (2016),537-548.

10.) Dumrongpokaphan T., Barragan P., Kreinovich V., Empirically successful transformations from non-gaussian to close-to-gaussian distributions: Theoretical justification, Thai Journal of Mathematics, 14, (2016),51-61.

11.) Dumrongpokaphan T., Kaewkheaw T., Ouncharoen R., Stability analysis of epidemic model with varrying total population size and constant immigration rate, Chiang Mai Journal of Science, 41, (2014),470-485.

12.) Ouncharoen R., Daengkongkho S., Dumrongpokaphan T., Lenbury Y., Delay SIR model with nonlinear incident rate and varying total population, International Journal of Mathematics and Computers in Simulation, 7, (2013),369-378.

13.) Ouncharoen R., Intawichai S., Dumrongpokaphan T., Lenbury Y., A mathematical model for HIV apheresis, International Journal of Mathematical Models and Methods in Applied Sciences, 7, (2013),810-819.

14.) Dumrongpokaphan T., Lenbury Y., Ouncharoen R., Xu Y., An intracellular delay-differential equation model of the HIV infection and immune control, Mathematical Modelling of Natural Phenomena, 2, (2007),84-112.

15.) Dumrongpokaphan T., Lenbury Y., Crooke P., The Analysis of Higher-Order Cascade Systems with Separation Conditions Pivoting on the Slow Components: Application to a Model of Migration for Survival of the Species, Mathematical and Computer Modelling, 38, (2003),671-690.

16.) Dumrongpokaphan T., Lenbury Y., Cascade mechanism in a self-regulatory endocrine system. Modeling pulsatile hormone secretion, Pure and Applied Chemistry, 74, (2002),881-890.