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|a eng
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|b اليمن
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|9 591049
|a Al Hagri, Gabr
|e Author
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|a Correspondence Between Two Bicolored Plane Trees and Generalized Tchebytchev Polynomial
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|b جامعة البيضاء
|c 2019
|g ديسمبر
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|a 200 - 213
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|a بحوث ومقالات
|b Article
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|a سوف نقدم في هذا البحث بعض النتائج عن العلاقة بين two bicolored plane trees مع generalized Tchebytchev polynomial ونعني بذلك كثيرة الحدود Tchebytcher التي لها قيمتان حرجتان وحساب هذه القيم وكيفية تركيب وتحليل القمم المتجاورة في كثيرة الحدود بصورة عامة.
|b In this paper, we give some theoretical results, for the Tchebytchev polynomials of a tree. A Tchebytchev polynomial, any polynomial has at most two critical values. we consider two bicolored plane trees (two neighboring vertices are always indifferent colorings).We will introduce the composition and decomposition of two bicolored plane trees A and B denoted by (A o B) and we are interested in the relation between two bicolored plane trees and generalized Tchebytchev polynomials.
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|a الدراسات العلمية
|a علم الأحياء
|a علم الرياضيات
|a المعادلات الرياضية
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692 |
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|b Graph
|b Tree
|b Plane Trees
|b Distance
|b Decomposition
|b Composition Tchebytchev Polynomials
|b Bicolored
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773 |
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|c 012
|e AlBayda University Journal
|f Mağallaẗ ğāmiʿaẗ al-Bayḍāʾ li-l-buḥūṯ
|l 002
|m مج1, ع2
|o 2422
|s مجلة جامعة البيضاء
|v 001
|x 2709-9695
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|u 2422-001-002-012.pdf
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|d y
|p y
|q n
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|a EduSearch
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|a HumanIndex
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|c 1314899
|d 1314899
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