A Novel Game Information Dynamic Model based on Fluid Mechanics: Case Study using Base Ball Data in World Series 2010

We propose a procedure to form information models based on equations of fluid mechanics. A novel game information dynamic model constructed using the procedure is proposed. This model is derived from a series of approximate solutions for flow past a flat plate at zero incidence. The five Base Ball games in the World Series 2010 are analyzed and the information dynamics is discussed in the light of the present model. It is found that the present model properly accounts for ’one-sided game’ where information gradually approaches to the value of game outcome with increasing the game length near the end. The modelling of information using fluid mechanics equations allows application of well known physical concepts, like velocity, acceleration, momentum, force and energy, to information. We hope that the proposed procedure is general and can be applied to different games and real-world problems.