When a person of great repute suggests a Mathematical approach towards Poker, then many ears are bound to prop up and that’s what happened when Michael Stelzer put forth his theory with a tinge of mathematics attached to it. He is the writer of two previous books on the theme of “mathematical processes,” Mental Mathematics and SPICE Based Heat Transport Model for Non-intrusive Thermal Diagnostic Applications.
Michael Stelzer has great credibility to write these theories and that’s because of the fact that he is well-versed with many physical and mental activities, which includes a National Champion’s title at the American Martial Arts Alliance in 2005 and numerous medals at bodybuilding competitions. Mathematical strategies to winning Casino Poker is the new book written by him, deals with mathematical strategies to be used in poker. His approach is completely different with respect to the many tactics and plans that the normal player abides by, and it does not require players to have earlier skill and experience.
His book consists of a brief history of the poker game and some of the basic playing strategies that are followed. The brightest spot about Stelzer’s approach is that it does not involve any complications or impediments that are normally involved in other strategies. All categories of players can make use of these strategies and can attain things easier than we think.
The odds factors involved in the poker inspired Stelzer and the 50/50 odds chance, a player has in playing the game was the most inspiring factor. It started as a hobby and took off in a big way - and is now a full-fledged manual.
Stelzer tested these gaming strategies on six poker variations. Extensive computer stimulation was used to ascertain strategies for determining whether a hand should be based on the basis of desirability. He emphasizes on the fact that a fair amount of responsibility must be bestowed in betting and gambling.
The book is not about winning big money, but it is about minimizing losses by following the tested probability methods. |
