Biological Oscillators

Systems Biology

Systems biology is the mathematical modeling of the behavior of complex biological systems using dynamic mathematical models. Biological oscillators are a large part of biology, there are countless examples from the beating of a heart to daily rhythms in human body temperature and hormone secretion. In each example, there is a standard oscillation of some period. In this project, we explore how to set Biological networks, using these we generate a mathematical model, from that, we generate a system of partial differential equations to investigate the dynamics of the system and see where an Oscillation occurs in the system.

"CY Cergy Paris University"


Author

KIHAL HOUSSEM EDDINE

Projects

Selected Works

Position Alignment

Active matter

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Vicsek model in 3D

ACTIVE MATTER

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Biological Oscillators

Systems Biology

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Quantum random walks

Quantum Mechanics

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