赌博游戏的数学理论已经存在多年。但是这个理论究竟是由什么组成的呢？这就是我今天要讲的内容。简短的回答是它是概率和统计的数学表示。它帮助我们了解如何使用数学来制作 关于机会游戏的预测，尤其是扑克或二十一点等赌博游戏。

We’ve all heard the expression “The house always wins,” and it has become a part of our culture. But does this notion really make sense? Is there any way to know for sure that anyone is going to win or lose in 赌博游戏? The answer: absolutely not. That being said, we can take some steps to understand the mathematical theory behind these games.

首先要了解的 赌博游戏的数学理论 是它取决于概率。对于那些不知道的人来说，概率是衡量某事发生的可能性的指标。它通常写为从零 (0) 到百分之一百 (100%) 的十进制数。

接下来要分析的是基本概率。该理论的主要原则是平等的结果有平等的机会（在我们的例子中为 0%）。这意味着您赢的次数不会比输的次数多，反之亦然，因此随着时间的推移，它会导致玩家的负面预期。两者的可能性相同。

We will examine the mathematical theory of 赌博游戏. The first thing to analyze is whether or not the game has a net randomness, which means that every game has an equal chance of obtaining a certain result as any other. This is true for all events in games based on pure randomness because each event is independent from one another and there are no set odds for any particular outcome. All probability statements in practice are applied to a long succession of events rather than just one single event. “The law of big numbers” says that the accuracy of correlations expressed in probability theory increases with time when more data points are taken into account.

同等可能的事件或后果在每种情况下发生的几率相同；一个单独的事件不会改变这一点，因为它们都是基于网络随机性（即每场比赛都有相同的概率）。

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