
The definition and ways of decision for the problem of modeling of optimum network structures on the basis of code intersections' graphs at joining an arbitrary number of arbitrary networks have been proposed. The given approach allows to reduce essentially algorithmic complexity of the optimizing problem and the requirements to capacity of the calculator in comparison with the traditional approach.
Предложена формулировка и способы решения задачи моделирования оптимальных сетевых структур на базе графов кодовых пересечений при объединении произвольного числа произвольных сетей. Разработанный подход позволяет существенно сократить алгоритмическую сложность оптимизационной задачи и требования к мощности вычислителя по сравнению с традиционным подходом.
ГРАФ КОДОВЫХ ПЕРЕСЕЧЕНИЙ, МАТРИЦА ПЕРЕСЕЧЕНИЙ НОМЕРОВ ВЕРШИН ГРАФА, ФУНКЦИЯ ЭНТРОПИИ, СИСТЕМАТИЧЕСКОЕ ПРИОРИТЕТНОЕ ПОРОЖДЕНИЕ, ЭВРИСТИЧЕСКИЙ ПОИСК, ОПТИМИЗАЦИЯ, CODE INTERSECTIONS'' GRAPH, MATRIX OF INTERSECTIONS OF GRAPH TOPS'' NUMBERS
ГРАФ КОДОВЫХ ПЕРЕСЕЧЕНИЙ, МАТРИЦА ПЕРЕСЕЧЕНИЙ НОМЕРОВ ВЕРШИН ГРАФА, ФУНКЦИЯ ЭНТРОПИИ, СИСТЕМАТИЧЕСКОЕ ПРИОРИТЕТНОЕ ПОРОЖДЕНИЕ, ЭВРИСТИЧЕСКИЙ ПОИСК, ОПТИМИЗАЦИЯ, CODE INTERSECTIONS'' GRAPH, MATRIX OF INTERSECTIONS OF GRAPH TOPS'' NUMBERS
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