Casino Games- Gambling is an Exercise For Your Mind
Blaise Pascal (17th century French mathematician) is an example that gambling could not be considered a purpose but a means. It can be a good exercise for the mind, as Pascal and Fermat (another French mathematician) proved. These calculations are now known as theory of probabilities.
One of their contemporaries said that “Theory Of Probabilities was created when Pascal & Fermat started gambling games”.
They did sums of probability theory by correspondence vworld88 apk download. The relevant material was gathered during their visits at leisure to the gambling house. Pascal’s “completely novel composition on accidental combinations which regulate the gambling games” was the result of their correspondence.
Pascal nearly completely eliminates all phantoms of chance and luck from gambling games in his work, replacing them with cold statistical calculations that are based on the mathematical mind. It’s hard to imagine the excitement caused by the invention among gamblers. The theory of probabilities is something we consider trivial. Although only specialists understand the details, most people are familiar with its main principles. In the days of the French mathematician however, all gamblers were consumed with concepts like “divine intent”, lap of Fortune and other things that only increase the obsession by the games adding mystical tones. Pascal says without hesitation that he opposes such a view of the game. He believes that “Fluctuations and happiness should be subordinated to fairness considerations which aim to give each player what is actually due to him”.
Pascal was a master of mathematics and foreseeing. It is amazing that the French scientist, unlike Galileo did not spend hours trying to throw multiple dice at once. Pascal believes that the most distinctive feature of the art mathematical consideration, compared to common statistics, is that it does not rely on experiments but instead is based upon “mind foreseeing”, which is basically a mental definition of what is happening. on intellectual definitions. Thus, “preciseness” in mathematics is combined with uncertainty. Our method takes its awkward name, “mathematics-of-chance”, from this ambiguity. Pascal’s invention was also called “methode of mathematical expectation”, which is a curious name.
Pascal said that the squandered money was no longer the property of a gamester. However, players can also lose money and gain something in the return. Most of them don’t even realize it. It is something completely virtual. You can’t touch it, nor put it into your pocket. However, the gambler should have certain intellectual abilities. The “right to expect regular income from a winning chance based on the initial terms – stakes” is what we are referring to.
Someone will argue that it isn’t so encouraging. The apparent dryness of this formula disappears if you only pay attention to the word combination, “regular profit”. It turns out that the expectation of gain is quite reasonable and fair. Another thing is that a person with a hot temper is more likely not to pay attention the words “chance”, and “can give” (and it might also be other).
The French scientist used his “mathematical expectations” method to determine the values of “right of gain” based on different initial terms. This creates a completely different definition of right in mathematics than the one used by law or ethics.
“Pascal’s triangle” or the place where theory of probabilities fails.
Pascal summarized these results in the form of an “arithmetic triangular” composed of numerical numbers. You can predict different gains by applying it.
“Pascal’s Triangle” for commoners looked more like magic tables or a mystic Buddhist mandala. In 17th century, the unliterate public didn’t understand the invention. It was rumored that “Pascal’s Triangle” helped predict future disasters. Uneducated gamblers experienced almost religious sensations when presented with graph tables or figures a theory of probabilities.
We should not mix theory and probabilities. “Pascal’s triangle” cannot foresee the future deal in any particular case. Such things are subject to the laws of fate, which Pascal never debated. Only long-term probabilities are where the theory of probabilities can be useful. Only in this instance, number probabilities, series or progressions can influence the decision to favor a certain stake (cards, leads, etc.).