This research investigates the chaos conditions of Chua's circuits with an untraditional way.

This research explores how two different approaches, simulated annealing and genetic algorithm to find a global minimum or maximum with some functions.

This is the research of trends we can find Nash equilibra with random parameters for certain games.

This research shows that simulated properties of heat motions and the motions aided by artificial pace makers.

This explains the concept of entropy and shows the comparison between maximum entropy method and Fourier transformation.

The main topics from modern physics are relativity and quantum physics. This explores a problem of general relativity in terms of special relativity. In addition, PT-symmetric quantum systems are invastigated computationally.

This is an untraditional pedagogy of object oriented programming.

This research introduces a new way of finding the threshold of two dimensional percolation.

This research investigates the hamiltonian systems with a symplectic algorithm. For the comparison, Euler and Runge-Kutta methods are used.

This research investigates the errors of differential equation solvers.

This research explores how various random number generators are used for physical and mathematical problems.

This is the research of Fourier transformation of one and two dimensional.

This research shows that simulated properties of electromagnetic waves for various conditions.

This explains the basics of Bayesian statistics and its application to a court room.

The main topics from partial differential equations. This explores a problem of poisson equations and nonlinear partial differential equations.

The research investigates the electric fields and potentials.

This explains the Fourier Transformation and its applications.

This is the introduction to Fourier series by showing how they approximate periodic functions.

The basic ideas of OOP is presented.

This shows the computational experiment on RC circuits.

The summery of Fokker-Planck equation and related applications.