In this paper we consider the space of finite elements in weighted functional spaces. These functional spaces were introduced when we were considering a differential system, some of the coefficients of which have nonsummable feature. These functional weighted spaces are complete, Hilbert and for them the embedding theorems are valid. Now it's time to build the spaces of finite elements in these weighted spaces for applying the method of the finite elements.
The work is devoted to the development of methods to search for a fuzzy image of the attacker based on the use of the method of iterations.The search is performed on the data from the specialized knowledge base of malicious actions (patterns) and knowledge of standard situations and values of their allowable performance.
In case of simulation of operations of information systems the mathematical apparatus of the theory of queues is often applied and they are called computing systems with queues. The main characteristics of such models are the periods of zanyatost. In this operation the model with one servicing instrument (server), the Poisson entering flow and the regulator of queue in front of the server is considered. The regulator of queue disperses the logging-in calls on several flows and ranges flows on priorities. In the described computing system the main characteristics are researched by methods of probability theory and a research of operations.
The article reveals the peculiarities of the current state and development of cognitive semiotics. The article analyzes the peculiarities of cognitive semiotics in the aspect of its relation to information modeling. This article contains an attribute analysis of cognitive semiotics to compare it with the information area. The article analyzes the concept of cognitive semiotics in relation to the area of information modeling. The article shows the feasibility of transferring the methods of cognitive semiotics in the information area and vice versa. The article substantiates the introduction of the concept of "cognitive semiotic modeling".
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