Dr. Drs. Hariyanto, M.Si

Dr. Drs. Hariyanto, M.Si

Email hariyanto@matematika.its.ac.id, hariyantomath@gmail.com
Ruang F.205 A – Gedung F Lantai 2
Professional membership INDOMS
Profil Scholar Scopus Sinta

Research Interest

  • Methapopulation Modelling
  • Applied Mathematics


  • Doctor, Mathematic and Natural Science, Department of Mathematic,Faculty of Science and Technology, Airlangga University. Title of the Dissertation “ The Construction of Mathematics Coalision Models Between H5N1 and Pandemic H1H1 Influenza Virus . (Apri 2014).
  • Magister of Science, Department of Mathematic,Faculty of Mathematic and Natural Science, Gadjah Mada University.Title of the thesis ” Asymptotics for the Density Transformation of the Kernel Estimator(January 2000).
  • Bachelor Degree in Mathematics, Institut Teknologi Sepuluh Nopember Surabaya, Indonesia. Title of the thesis “Application Matrix for Construction Analysis “. (February 1981).

Publications (Recent Journals and Conferences)

  1. Stability Analysis on the Spread of the Ebola Virus Considering Changes in Human Behavior and Climate (Case Study: Democratic Republic of the Congo), Journal of Physics: Conference Series 1373 (2019) 012043
  2. Analysis and Optimal Control of the HIV Virus Spread Model with the Role of Immune Response and Antiretroviral Therapy, Jurnal Sain dan Seni ITS,2019
  3. Stability and persistence analysis on the epidemic model multiregion multi-patches, IOP Conf. Series: Journal of Physics: Conf. Series 1218 (2019) 012035
  4. Stability analysis two-regions with multipath epidemic model type SEITR, AIP Conference Proceedings 2014, 020129 (2018); https://doi.org/10.1063/1.5054533
  5. Construction of mathematical models the parachute jumper with change position acrobatic, Journal of Physics: Conference Series 974 012044, 2018
  6. Formation Control of Multiple Dubins Airplane System with Geometric Approach, IOP Conf. Series: Journal of Physics: Conf. Series 1108 (2018) 012041 doi :10.1088/1742-6596/1108/1/012041
  7. Stability and Persistence Analysis of Mathematical Model of BCG Immunotherapy in Superficial Bladder Cancer, Applied Mathematical Sciences, Vol. 11, 2017, no. 46, 2291 – 2304
  8. The Bifurcation and Traveling Wave Existence Analysis of Spreading Virus Ebola Model, Applied Mathematical Sciences, Vol. 11, 2017, no. 51, 2505 – 2525
  9. Density and persistence analyze on the spreading models multi-regions multi-patchs, AIP
  10. Conference Proceedings 1867, 020061 (2017), ; https://doi.org/10.1063/1.4994464

Research and Development Project

  1. Dynamics of Spread of Infectious Diseases in an Area Using a Multi-Group Approach, Research Department Funds, 2020.