ON COMPUTATIONAL STRUCTURE AND DISPOSITION OF SOLUTION MATRICES OF SINGLE–DELAY LINEAR NEUTRAL SCALAR DIFFERENTIAL EQUATIONS (Published)
This research article established the global computational structure of solution matrices for single–delay autonomous linear neutral equations. The development of the solution matrices exploited the continuity of these matrices for positive time periods, the method of steps, change of variables and theory of linear difference equations to obtain these matrices on successive intervals of length equal to the delay h.
IN-DEPTH ANALYSES OF THE REWARD STRUCTURES OF N- PERSON COOPERATIVE GAMES WITH SPECIFIED WINNING COALITIONS INVOLVING AT LEAST ONE MAJOR PLAYER (Published)
Explicit computational rewards were obtained for n- person cooperative games involving specific classes of players of different ranks by the construction and deployment of cardinality-based listing structure of combined sets of winning coalitions. The results were rigorously analyzed and validated with clearly derived mathematical relationships.