AN OPTIMAL CONTROL APPROACH FOR E-RUMOR

Authors

  • Séverine Bernard Universit ́e des Antilles et de la Guyane, Laboratoire de Math ́ematiques Informatique et Applications, Campus de Fouillole, BP 250, 97159 Pointe-`a-Pitre cedex, Guadeloupe FWI
  • Gemayqzel Bouz Universidad de la Habana, Facultad de Matemática y Computación
  • Alain Piétrus Universit ́e des Antilles et de la Guyane, Laboratoire de Math ́ematiques Informatique et Applications, Campus de Fouillole, BP 250, 97159

Keywords:

e-rumor, optimal control, Cauchy-Lipschitz’s theorem, Pontryagin’s maximum principle

Abstract

Social networks have a significant role in spreading rumors. Such phenomena of e-rumor are big challenges for communities, organizations and states, since the spread of rumors can rapidly jeop- ardise their public opinion and their economic and financial markets. In these last decades, many mathematical theories have been developed on this topic both in algebraic and numerical terms. In the present work, an optimal control approach is applied on a rumor’s dynamical model in order to minimize the spread. At the end of the paper some numerical results are given.

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Published

2023-04-28

How to Cite

Bernard, S., Bouz, G., & Piétrus, A. (2023). AN OPTIMAL CONTROL APPROACH FOR E-RUMOR. Investigación Operacional, 36(2). Retrieved from https://revistas.uh.cu/invoperacional/article/view/4602

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