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dc.contributor.authorMoskovkin, V. M.-
dc.contributor.authorSuleiman Bilal, N. E.-
dc.contributor.authorLesovik, R. V.-
dc.identifier.citationMoskovkin, V.M. Mathematical Model for the Formation of University Contingents on the Basis of Population Dynamics Equations / V. M. Moskovkin, Suleiman Bilal N.E., R. V. Lesovik // International Journal of Applied Engineering Research . - 2014. - Vol.9, N22.-P. 15861-15875. - Refer.: p.
dc.description.abstractThe mathematical model of two competitive universities for limited contingent of applicants, offered by L.A. Serkov, has been simplified up to level, allowing to investigate it by methods of the qualitative theory of dynamic systems. 8 critical points of the simplified dynamic system are defined and the analysis of their stability are made. It has allowed receiving all regimes of education system’s behaviorru
dc.subjecthigher educationru
dc.subjectmathematical analysisru
dc.subjectmathematical modelru
dc.subjectpopulation dynamics equationsru
dc.subjectuniversity competitionru
dc.subjecttheory of dynamic systemsru
dc.subjectstability of critical pointsru
dc.subjectuniversity contingentsru
dc.titleMathematical Model for the Formation of University Contingents on the Basis of Population Dynamics Equationsru
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