Doctor of Philosophy in Applied Mathematics at the Department of Mathematics & Computer Science, University of Eldoret from September 2010 to November 2016
Master of Science in Applied M athematics at t he Department of Mathematics, Ke nyatta University from April 2 007 to November 2009
Bachelor of Education (Science) at Moi University, Chepkoilel Campus, from September 1998 to November 2003
Mobile: +254 721 273 327
Email address: johnrotich@kabianga.ac.ke Department of Mathematics, Actuarial and Physical Sciences Examination Coo rdinator - Mathematics & Computer Science Department , Academic leader for Master of Science in App lied Mathematics programme - Certificate in Bridging in Mathematics
International Publications
“Intersection Matrices Associated With Non Trivial Suborbit Corresponding to the Action of Rank 3 Groups on The Set of Unordered Pairs” International Journal of Scientific & Technology Research Volume 3, Issue 12, December 2014, 1-7
“Crank-Nicholson-Lax-Friedrich’s Finite Difference Schemes Arising from Operator Splitting For Solving 2-Dimensional Heat Equation” International Journal of Scientific & Technology Research Volume 3, Issue 11, November 2014, 303-306.
“Crank - Nicholson - Du Fort And Frankel - Lax - Friedrich’s Hybrid Finite Difference Schemes Arising From Operator Splitting For Solving 2 - Dimensional Heat Equation” International Journal of Scientific & Engineering Research, Volume 5, Issue 10, October - 2014, 931 - 934
“Hybrid Finite Difference Schemes Arising from Operator Splitting for Solving 2-Dimensional Heat Equation” Journal of Mathematical Sciences Vol.21, No.1 (2010), 1-9.
“Comparison on 2 and 3-Level Crank-Nicholson Based Methods on the Solution of 1-D Heat Equation” Journal of Mathematical Sciences Vol. 21, No.2 (2010), 127-132.
Local Publications
Hybrid Finite Difference schemes arising from Operator Splitting for Solving 2 - Dimensional Non - linear Parabolic Equations. Msc. Thesis at Mathematics Department, Keny atta University, November 2009.
Finite Difference schemes arising from Operator Splitting for Solving 2 Dimensional System of Burgers’ Parabolic Equations. PhD Thesis at Mathematics Department, University of Eldoret 2016
Modelling Of H ydromagnetic Free Convection Turbulent Fluid Flow Over a Vertical Infinite Plate Using Turbulent Prandtl Number
Hybrid Hopscotch Method For Solving Two Dimensional System Of Burgers’ Equation
Factor s Influencing Implementation of ISO 14001: Standar d In Kenya Tea Industry: A Surv ey Of Kericho Tea Corporations i n Kericho County
School of Science & Technology Applied Mathematics