Автор(ы): Губко М. В. (ИПУ РАН, Лаборатория 11) НЕАКТУАЛЬНАЯ ЗАПИСЬGutman I. (Kraguevac University)Автор(ов): 2 Параметры публикацииТип публикации: Статья в журнале/сборникеНазвание: Degree-based topological indices: Optimal trees with given number of pendentsISBN/ISSN: 0096-3003Наименование источника: Applied Mathematics and ComputationОбозначение и номер тома: No 240Город: RiyadhИздательство: ElsevierГод издания: 2014Страницы: 387–398 АннотацияA dynamic programming method is elaborated, enabling the characterization of trees with a given number of pendent vertices, for which a vertex-degree-based invariant (“topological index”) achieves its extremal value. The method is applied to the chemically interesting and earlier much studied such invariants: the first and second Zagreb index, and the atom–bond connectivity index. Библиографическая ссылка: Губко М.В., Gutman I. Degree-based topological indices: Optimal trees with given number of pendents // Applied Mathematics and Computation. 2014. No 240. С. 387–398.