Results of modeling of linear combinations of the Gaussian temporary functions are given in work, differing by temporary situation and value of maxima, and also quantity a component. Similar superpositions can be formed by various functions of time, for example, exhibitors, Lorentz's functions and often meet in scientific and applied researches in various areas of physics and chemistry. The problem of an assessment of true values of parameters of separate functions of values of a resultant linear combination of separate functions, in the absence of aprioristic information on quantity a component, forming a linear combination, represents practical interest.
The Arctic region is one of the most sensitive and vulnerable to climate change. The dramatic melting of Arctic ice has several negative consequences for the whole ecosystem as well as for a way of life of native people but it also creates new opportunities for the region. First, it opens up potential for exploitation of large deposits of natural resources such oil and gas. Second, it shrinks Arctic shipping routes which offer significant economic savings for many countries. These benefits has already attracted many countries, both Arctic and non-Arctic, thus resulting in potential conflict of interests. Unclear borders and existing territorial claims made the problem even more complicated. In our paper we made an attempt to evaluate the level of interest of countries in the Arctic region with respect to main resources – oil, gas, fish and maritime routes. As a result, we identified conflict of zones and presented a model of conflict resolution based on the idea of superposition which allocates each zone to a particular country.