The laced interactive games and their a posteriori analysis

نویسنده

  • Denis V. Juriev
چکیده

The mathematical formalism of interactive games, which extends one of ordinary differential games [1] and is based on the concept of an interactive control, was proposed by the author [2] to take into account the complex composition of controls of a real human person, which are often complicated couplings of his/her cognitive and known controls with the unknown subconscious behavioral reactions of the human organism of this person on them. A posteriori analysis of the interactive games is of an interest as from the internal point of view as providing a way to unravel the structure of the so-called intention fields, one of the main concept of the field-theoretic description of the interactive games [2], which interactions are explicated by the game. To my mind one of the important examples of an intention field is provided by the so-called “chi” of the Chineese tradition, intensively explored in Chi Kung or Feng Shui (see e.g. the book [3], where the exposition of the main basic ideas of Chi Kung is presented in the most systematic form). On the other hand an investigation of the structure of intention fields is very important for the elaboration of systems of the accelerated nonverbal cognitive computer and telecommunications based on the using of droems and their dynamical reconstruction [4]. In this case intention fields realise a “virtual dynamical memory”, where the droems are really situated. And, at last, the unification of researches in the classical areas of Chi Kung (combined with Feng Shui, which is specially adapted to the design of the interactive virtual realities – the “virtual Feng Shui”), nonverbal cognitive communications and teleæsthesy (especially, in presence of external stimuli) with computer technologies is very perspective for the development of modern information technologies. In all cases mathematical a posteriori analysis of interactive games is truly the most effective and simultaneously inexpensive way to understand theoretically the collected experimental data and to make them applicable in practice.

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عنوان ژورنال:
  • CoRR

دوره math.HO/9901043  شماره 

صفحات  -

تاریخ انتشار 1999