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Discovering the Law
Nathaniel Boyd was an American physicist and avid alcoholic. He would spend many of his weekends roughing it up in the town of Atlantic City, New Jersey and would often drink himself into either a temporary coma or into bankruptcy. On particularly good weekends he could accomplish both. On one weekend in 1921 Boyd was exceptionally intoxicated in the city of Montreal, Canada. He was there on a formal invitation from the International Guild of Extremely Hip Physicists for a conference on the effects of sunlight on the severity of one's hangover. Boyd was in attendance of a rather good physicists party when he suddenly realized that he was completely out of money, could not afford any more alcohol, and was not having a very smashing time. As the level of alcohol approached zero, he was forced to leave and go back to his hotel room. It was here that he began to think about the events that had transpired that night and thereafter began to formulate his theory of alcohol.
The theory that Boyd developed over the following weeks states, "Three variables are at play in any situation that involves gatherings of multiple adults in social contexts. The independent variables are the availability and level of alcohol, and the amount of money in one's possession, particularly pertaining to the ability to purchase alcohol, and finally the level of police, or cop, activity in the area. The dependent variable is the ability to party." As Boyd developed his theory, it also became clear to him that a simple mathematical proof could explain the theory and a variety of outcomes. It was also very good at predicting future occurrences and the likelihood of each. The formula is as follows:
cops that patrol the area in the span of a 24 hour period. What is interesting to note is that the number of individuals is irrelevant to the formula, as there is an underlying assumption that the current level of A is dependent on the number of individuals present, which therefore affects aggregate P. P will therefore be affected in relation to the number of individuals regardless of whether they are accounted for in the proof.
An example of the law being used to describe a very real scenario would be the following: It is a Friday night, you have 750 ml of alcohol, 100 dollars, and there are 10 cops patrolling per hour at that location. Your Party Index for that particular situation is 0.10075. Conversely, if there are multiple kegs present amounting to 3 liters of ethanol, there is an available fund of 300 dollars between all present allotted for further purchases of alcohol, and only 2 cops per hour patrol the area, the party index jumps to 1.515. It is important to note that it is assumed C will never equal zero since it is an average, it can however be an extremely low value, such as 0.0001. When both A and M reach zero, P also equals zero, thus the party ends.
The Law in Everyday Life
Boyd's law is particularly effective at helping one predict how crazy a particular party will be. If one knows how many cops are present, they can use the formula to plan accordingly to see what levels of A and M are needed to make P off the hook. It can also be used to describe how pathetic an individual alcoholic's life is. For example, an alcoholic will have one liter of alcohol to consume in a single sitting on average, they will most likely have very little money left over to procure more booze, and therefore P will be extremely low.
College fraternities that are particularly good at partying make it no secret that they use this formula to their advantage. They know that having an ample supply of money allotted to alcohol, a good starting supply of booze, and a low level of cops around make for a very high level of P. This formula has even helped frats determine which locations around campus they should build their frat houses.
Needless to say, Boyd's Law has become a very important aspect of many people's lives and has widely been considered one of the most important scientific discoveries of the first quarter of the 20th Century.