DISCRETE INTEGRATION DSC OF AN ANY CONFIGURATION ON THE BASIS OF CALCULATION OF THE SUMS

Abstract

The given work is executed within the framework of research of questions of discrete geometrical differentiation when values of derivatives get out at absence oscillation. The coordinated condensation of constructed discretely submitted curves (DSC) on a basis integral - differential communications and construction of points of a condensation on the following and initial schedule of integral is marked, that, at absence oscillation, is of great importance at the decision of tasks of discrete geometrical modeling.

Application quadrate formulas for construction integrated DSC and their condensations promote condensation of differential-integrated communications between corresponding DSC and raise accuracy of modeling.

In work the way of discrete integration DSC of an any configuration is offered by drawing up of the table of the sums on the basis of ordinates initial DSC.

The proposed technique allows solving the problems of statistical data processing in different areas of activity. The developed method is based on the introduction of modern methods of analysis to solve the problem of data prediction, promotes the use of information technology. A specialist, at the same time, only research work remains setting the task, assessing the quality of the models obtained. For this, it is necessary to have appropriate training in the field of application of computer technology in the processing and analysis of statistical data.

The proposed method allows to estimate the variable component in the analysis and prediction of natural phenomena and processes. This contributes to the qualitative geometric modeling of phenomena and processes based on the construction of adequate mathematical models.