Probability

Probability

Model of the NIT in Texas Hold’em

We will consider the algorithm of actions of tight passive players, known as NITs, in Texas Hold'em. It only requires certain algorithmic actions, but we have implemented the game, so why not give it a try?
Probability

Bet Sizing in Texas Hold’em

There is a brief, fragmented discussion of bet sizing, pocket pairs, and preflop all-ins, plus some characteristics and strategies for dealing with tight passive players.
Probability

Post-flop Strategy in Texas Hold’em

This article will discuss post-flop betting strategies and bluffing in Texas Hold'em, as well as strategies to use against loose-aggressive opponents.
Probability

Texas Hold’em Flop Strategy

This article will provide an overview of strategies for the flop (second betting round) in Texas Hold'em. In addition, it will discuss strategies for playing against opponents with beginner-like playing styles (loose passive).
Probability

Pre-flop Strategy in Texas Hold’em

In my previous post, I wrote that at tables with a lot of beginners, tight aggressive players seem weaker than I expected, and I think I've figured out why, so the purpose of this article is to briefly explain it.
Probability

Texas Hold’em Game

A Texas Hold'em game developed by the author. You can specify the strength and character of the opponent player, or make them random.
Probability

Texas Hold’em Game (Prototype)

I developed a Texas Hold'em game. The opponents are selected randomly, but in the future I plan to develop a version that uses an algorithm to make rational decisions.
Probability

Texas Hold’em Winning Probability Calculator

A calculator that uses Monte Carlo simulation to estimate the probability of winning in Texas Hold'em when the hand and some common cards are known.
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.
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.