sYMPOSIUM #2: state-of-the-art of fractional biological models

Dumitru Baleanu¹, Carla Pinto², Devendra Kumar³, Necati Ozdemir⁴

¹Cankaya University, Turkey and Institute of Space Sciences, Romania, dumitru at cankaya.edu.tr

²School of Engineering Polytechnic of Porto, Portugal, cap at isep.ipp.pt

³University of Rajasthan, India, devendra.maths at gmail.com

⁴Balikesir University, Turkey, nozdemir at balikesir.edu.tr

Description:

The organizers of this session kindly invite creative and active researchers, in theoretical analysis and numerical tools, to present their valuable research in fractional order models of biological models. Fractional order models have become ubiquitous research topics in the last few decades. Their memory property contributes to a better and profound understanding of the dynamics of real world models, namely of biological population problems. Stochastic and deterministic models and coinfection models, as well as computational models, are welcome for HIV, HCV, Ebola, Zika, Dengue, Tuberculosis, SIR, SEIR, etc.

Topics:

• New numerical methods to solve fractional differential equations
• Deterministic and stochastic fractional differential equations
• Computational methods for fractional differential equations
• Bifurcation theory
• Stability theory
• Cancer development models: chaos, synchronization
• Applications in bioengineering, medicine, ecology, biology, epidemiology