6533b837fe1ef96bd12a26bc
RESEARCH PRODUCT
A BASIC MODEL OF INTERACTING SUBJECTS
Filippo TangorraPiero De GiacomoAlberto SilvestriEzio LefonsG. PierriMaria Teresa Pazienzasubject
Mathematical logicPure mathematicsTheoretical computer scienceBasis (linear algebra)Probabilistic logicMeasure (mathematics)Artificial IntelligenceSet functionDyadic interactionSet theoryRepresentation (mathematics)SoftwareInformation SystemsMathematicsdescription
Abstract In studying the problem of interaction between subjects, an approach which allows us to define in an unambiguous way the concepts of symmetrical, complementary and parallel interaction is proposed. This approach makes use of a point of view within which it is possible to develop a rational model based only on some fundamental elements of set theory and mathematical logic The model allows us to develop a probabilistic theory of change, the representation basis of which is furnished by the 16 basic set functions. The functions represent operations on two partially overlapping sets, which will be called the “worlds”, of interacting subjects.. Both an interaction test that allows a “measure” of the relation parameters and the preliminary results of a dyadic interaction experiment are presented Some remarks can be made from the results of the present experiment and from other similar ones. Among these there are evidences that the symmetrical, complementary and parallel classes of interactions belong t...
year | journal | country | edition | language |
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1980-06-01 | Cybernetics and Systems |