User Portlet
Athanasios is a dedicated Teacher of Mathematics with extensive experience in education management and a strong background in course design, instructional technology, and adaptive teaching methodologies. He holds a Bachelor’s degree in Mathematics from the University of the Aegean and a Master’s degree in Applied Mathematics from the Hellenic Open University, where his research focused on Ordinary and Partial Differential Equations.
Currently, he is pursuing a PhD in Applied Mathematics, focusing on the integration of the analytical framework of the Fokas Method (Unified Transform Method) into the applied modeling of real-world agrotechnical systems. His research aims to develop reliable and computationally efficient mathematical tools for the description and analysis of complex agricultural phenomena.
His academic interests lie at the intersection of mathematical modeling and real-world applications, particularly in epidemiology, population dynamics, and agricultural systems modeling.
- Visualizing chaotic attractors: exploring the intersection of math and art
- Standard and extended Lotka-Volterra models with carrying capacity
- Numerical simulation of the discrete Klein-Gordon equation: study on damped, driven nonlinear waves
- Exploring the effects of non-linearity and damping on DNA base pair dynamics through simulation
- Stationary dynamics in DNA: a nonlinear Klein-Gordon approach
- GenoDynamics: exploring DNA oscillations with the discrete Klein-Gordon framework
- An Analysis of H1N1 Influenza
- [BOOK] Demystifying Epidemics: A Beginner's Guide to Infectious Disease Modeling
- [BOOK] Explore Algebra with Wolfram Language: New High School Textbook Available!
- Understanding the periodic nature of Trigonometric functions
- Visualizing absolute value: interactive tools for high school Algebra
- Geometric and Algebraic Representations of Vectors
- Cholera outbreak in 1849 London: historical demographics and disease impact
- Dengue model and two scenarios of intervention
- A Model of Dengue Transmission Dynamics:Insights into Mosquito-Human Interactions and Disease Spread
- Optimizing interventions for a diverse population: age-structured modeling and analysis
- Modeling heterogeneous dynamics: age-structured extensions to the SIR model
- Modeling and mitigating the spread of a new respiratory virus
- COVID-19 SIR models: transmission, vaccination, herd immunity dynamics revealed
- Analyzing subcritical pathogen spread with stochastic SIR simulations ($R_0$ < 1)
- Calculating incidence in a deterministic SIR model
- Modeling Viral Outbreak and Treatment in a SIR Model for Duckburg
- Optimizing transmission & recovery parameters to fit flu infection data in a calibrated SIR model
- Unveiling population dynamics: from simple aquarium scenarios to complex differential equation model
- A simple example for vaccination effect in SIR model
- Dynamics of viral spread in an abstract island ecosystem
- Metamathematics, Ordinary Differential Equations,and their Application to Harmonic Oscillator Motion
- Optimized drone pathfinding in 3D space
- Heat equation problem with mixed boundary conditions
- Why Wolfram Language is useful for high school students?
- A lecture on the wave equation in two dimensions
- Nonlinear Schrödinger equation: solution and visualization
- Helmholtz problem in circular disk
- Solving a system of nonlinear equations
- Class Materials: Introduction to Functions
- Studying periodic functions in three different ways
- Studying hyperchaotic finance system
- Introduction to numerical methods: discretization of the continuous
- Solving simple class Linear Algebra problems
- Introduction to SI compartmental model
- Simple Continued Fractions an approach for High School students