MOŽNOSTI VZNIKU VLNOVEJ ODOZVY SOCIÁLNO-EKONOMICKÉHO PROSTREDIA AKO DÔSLEDOK PODNETU V NELINEÁRNOM MODELI KONTINUA

Abstract

Formation and the onset of processes in socio-economic environment is often caused by stimuli which often arise as a result of accumulating problems, then creating social tension and social pressure. Disability of this condition and the search for a solution medium itself then forms a stimulus that leads to a change in the environment, and this in turn can change the environment otherwise accept further development initiative. This gives rise to an escalating cyclical process starts feedback link, often leading to the creation of non-linear links. Socio-economic systems are therefore generally nonlinear, therefore providing solutions to such problems in continuum model of these tasks described by a system of nonlinear differential equations. Published contribution tries to answer the question whether the Euler continuum models may arise and be maintained wave processes in response to any stimulus and influence. Finding the equation confirmed this possibility.