The control of human psycho-affective stability using differential equations
- Author M. Ilea
- Co-Author M.Turnea, D.Arot?ri?ei, M. Rotariu, A. Gheorghita
- DOI https://ww
- Country : Romania
- Subject : Biomedical Sciences
Keywords : Love, Ordinary Differential systems equations, Mathematical models, MATLAB.
Abstract
Love brings people together. Today we are so lucky that we no longer need to form a couple in order to survive or have children. Society no longer conditions us, but allows us to enjoy in individuality many things that in the past were only possible through and as a couple. Now, the main motivation of a relationship is the love between the partners. But is this enough for the partners to endure together? What actually keeps two people together in the long run? Relationships in which partners survive beyond the end of the passionate period turn out to be shaped by an extremely important and far more long-lasting resource than passion: compatibility. Among all the factors that contribute to marital happiness, the degree of compatibility, or matching, is the most important criterion, as shown by studies conducted on relationships that pass the test of time. We used the mathematical notion of stability and the MATLAB program to model the stability of the most famous lovers: Romeo and Juliet.
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