2015•ScienceRiseOpen access

Проектування годографа вектор-функції щільного розподілу

Тарас Миколайович Гаврилов

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Abstract

The mathematical problem of combining figures with its mutual nonintersection is shown in this article. It is considered the detail method of hodograph construction of dense distribution vector function of two figures to solve this problem. It is illustrated the basic properties of hodograph vector function of dense distribution. It is shown the incremental algorithm for calculating hodograph coordinates. Some examples of the need for hodograph construction for industrial needs are given

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The mathematical problem of combining figures with its mutual nonintersection is shown in this article. It is considered the detail method of hodograph construction of dense distribution vector function of two figures to solve this problem. It is illustrated the basic properties of hodograph vector function of dense distribution. It is shown the incremental algorithm for calculating hodograph coordinates. Some examples of the need for hodograph construction for industrial needs are given

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Available abstract

The mathematical problem of combining figures with its mutual nonintersection is shown in this article. It is considered the detail method of hodograph construction of dense distribution vector function of two figures to solve this problem. It is illustrated the basic properties of hodograph vector function of dense distribution. It is shown the incremental algorithm for calculating hodograph coordinates. Some examples of the need for hodograph construction for industrial needs are given

Key concepts: Hodograph, Function (biology), Distribution (mathematics), Mathematics, Applied mathematics, Computer science, Mathematical optimization, Mathematical analysis

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Проектування годографа вектор-функції щільного розподілу — Research Paper | ScholarLens