Numerical demonstration and explanation of the intermediate axis theorem

Thesis for the Computational Science Master's program at Central Washington University. 3D extension of an analog of cosmological particle creation in a Friedmann-Robertson-Walker universe by numerically simulating a Bose-Einstein condensate with a time-dependent scattering length.

Covering all aspects of Laplace Transforms that could be covered in a first semester Differential Equations curriculum.

This is the LaTeX and Python files for my IB Extended Essay on "Exploring the Efficacy of Fourier Analysis in Solving Ordinary and Partial Differential Equations."

Tutorial solutions for MA108 - IIT Bombay - 2016

Open research project on polynomial interpolation and approximation

A short collection of mathematics exercises for High School Students ( in Greek )

Covers all topics involving analytical solves up to the first midterm of an introductory Differential Equations Class. (First Order and Second Order ODEs)

📈 GA Tech Fall 2021 Math 6307 (ODEs) course project - numerical exploration of solutions to (systems of) ODEs in Python3 + SageMath 📊

Differentiation is process of finding the derivative, or rate of change, of a function. Derivative itself is defined by the limit of function's change divided by the function's argument change as change tends to zero. In particular, for polynomials the function's change is calculated via Binomial expansion.

Rapport pour l'enseignement de Mathématiques appliquées suivi à l'UTC

Bachelor project: "Stability of linear dynamical systems and application to Lotka-Volterra equations and epidemiology"

Numerical Methods and their Implementation using Python.

Solving the recurrence relation that makes the Fibonacci Sequence in 3 different ways, each connecting to the closed form solution that involves the Golden Ratio.

Effects of Overfishing on Coral Reef Ecosystems

Modelling of Physical Phenomena, Planetary Motion and Conservation Laws

A LaTeX document class for problem sets.

Exploring the heat equation as part of a Special Topic for Approximation of Functions.