Meksianis Ndii, PhD.

Applied Mathematician

Meks is a Biology Mathematician with research interests in Applied Mathematical Modelling, including mathematical modelling of infectious disease dynamics such as dengue, particularly looking at the impact of control strategies to prevent the spread of infectious diseases. He also interested in other aspects of mathematical biology including population and ecological modelling.

  • Mathematical modelling, biology mathematic, communicable disease modelling
  • Pascal, Maple, MATLAB, Python, Scilab, XPPAuto, R, SPSS, SAS, Latex, and also Microsoft Office.

  • M. Z. Ndii, D. Allingham, R. I. Hickson, K. Glass. 2016. The effect of Wolbachia on dengue dynamics in the presence of two serotypes of dengue: symmetric and asymmetric epidemiological characteristics. Epidemiology and Infection.
  • Meksianis Z. Ndii and Rapmaida M. Pangaribuan. 2014. Analisis penyebaran dan pemberantasan korupsi menggunakan model matematika. Seminar Nasional Sains dan Teknik Undana.
  • Meksianis Z. Ndii. 2015. Stability analysis of simple mosquito population model. Jurnal SainTek.
  • Meksianis Z. Ndii. 2015. Sensitivity analysis of mosquito population model. Jurnal MIPA. • Meksianis Z. Ndii, R. I. Hickson, David Allingham, G. N. Mercer. Modelling the transmission dynamics of dengue in the presence of Wolbachia. Mathematical Biosciences. 262:157-166. DOI:10.1016/j.mbs.2014.12.011
  • Meksianis Z. Ndii, Roslyn I. Hickson and Geoffry N. Mercer. 2012. Modelling the introduction of Wolbachia into Aedes aegypti to redude dengue transmission. The ANZIAM journal. 53:213-227. DOI:
  • Meksianis Z. Ndii, David Allingham, R. I. Hickson, Kathryn Glass. The effect of Wolbachia on dengue outbreaks when dengue is repeatedly introduced. Theoretical Population Biology (Accepted)
  • Meksianis Ndii, 2006, Stable analysis of competition model developed from Volterra-Lotka model between two species interaction. Journal of Science Vol 3, No 2, September 2006 ISSN: 0216-853X, 415-423