Social Graph Theory and Social Gaming

 

Social Graph is a short form of a Japanese term that means the numbers must always remain single. It is also here and there known as Number Line. There are traces of Social Graph game from as early as 1895, when a Japanese paper first showed a very rudimentary version of Social Graph game. The paper was the first ever Social Graph publication, and this early version is what most people call the "old school" version of Social Graph game.

Since then many improvements have been made to Social Graph, and many variants have popped up. One of the first games to use the Social Graph formula was the number line game. In this game, the player has to predict where the number line will be positioned, based on certain marks that are color-coded.

There are three types of markers; red for initial set, yellow for winning numbers, and green for losing numbers. The objective of the game is to see how well each type of marker predicted the winning/losing numbers. Markers are color-coded so that you can easily spot which color means that number. This makes the game much easier and quicker to play, and at the same time it does not complicate the analysis of the data too much. This makes the game a great test tool for Artificial Intelligence developers as well. The next version introduced the "combination" attribute, which allows you to combine different attributes to make the final result.

Later, the paper shows that a number of players playing the same game had the ability to predict where the graph would actually be positioned. As mentioned earlier, the analysis of the data was based largely on the player's own information, but the analysis also takes into account the participant's actions after the ball is rolled. Based on this information, the probability of where the ball will end up is calculated.

This paper is published by Applied Mathematics Magazine. The study was done by Ulrich and colleagues, with participation from 60 undergraduate students from the same school. It was done in cooperation with the Intelligent Engineering Information Management Association (IEMA), which publishes the Journal of Applied Mathematics. Ulrich has also written a book on the subject: Applied Analysis for Social Graph Analytics. This book can be freely downloaded from Iemytech.

Applied Statistics for Probability and Econometrics by J. S. Albers is another important paper that comes from the same journal. The focus of the paper is to apply statistics to probability theories. Basically, the idea is to make the analysis of probability more efficient by making it possible to model the player's actions more accurately. For instance, a player could be given a set of cards. After rolling the dice and seeing that card came up, the player can conclude that card came up based on the probability distribution of its outcome with the players who rolled the dice.Know more about 도도그래프  here.

Probability theory was basically introduced by John von Neumann in the 1900s as the science of probability. He studied the game of bingo, which uses probability to decide on the cards before starting a game. This gave rise to his bachelor's thesis and paved the way for many studies of probability over the years. Albers' paper uses the generalized logistic function to study player behavior, which can be used to study casino gambling strategies. Some of the methods of using this generalized logistic function are discussed in detail in Albers' paper.

Albers' paper also includes the method of modeling player's actions at the two extremes of the player's distribution. The extreme method makes assumptions about each player's beliefs and expectations about the future outcomes of the player's actions. It also makes assumptions about the likelihood of the dice throw outcome. The medium extreme approaches the problem from a different angle. Here, assumptions regarding the past events are made about the future outcomes of the player's actions, while taking into account the uncertainty principle. This paper provides important insights into the problem of Casino Gambling.