Probability Texas Hold’em Game Design
This article will look at the issues that must be taken into consideration when developing a Texas Hold'em game.
kaname.hirano
Probability 
Probability Monte Carlo Simulation
This article provides an overview of Monte Carlo simulation. As an application example, it considers how to estimate the probability of winning in Texas Hold'em using Monte Carlo simulation.
Probability Texas Hold’em
This article is a simple explanation of the rules of the game Texas Hold'em. It may be used as a subject for explaining probability calculations and Monte Carlo simulations in the future.
Physics Kepler’s Equation Series
As a continuation of the article on Kepler's equations, this article will show the calculation of the physical quantities of the solution to the equations of elliptical motion in classical mechanics using a series.
Physics Quantum Computing
In previous post, I mentioned that the concept of time that we perceive is different from the concept of time assumed in quantum mechanics. From this perspective, I will try to explain how quantum computing works.
Analysis Complex Function and Time
This article will consider in what form time expressed as a complex function can be expressed when considering the progression of time with fixed coordinates.
Probability Regression Analysis Like Machine Learning
This article shows what happens when stochastic gradient descent, a method often used in machine learning, is applied to parameter estimation in regression analysis.
Probability Normal Distribution of Complex Numbers
We consider the probability density function of the normal distribution when the random variable is a complex number. We also briefly touch upon Brownian motion of complex numbers.
Algebra Quadratic Equations of Complex Numbers
This article considers a method for solving quadratic equations over complex numbers, as I thought it might be necessary when solving the Dirac equation numerically.
Analysis Numerical Solution of the Schrödinger Equation
This article explains the finite difference method as a numerical solution of the Schrödinger equation. We show the results of calculations for the case of free particles and one-dimensional Coulomb potential.