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On Lommel Matrix Polynomials

مؤلف البحث
Ayman Shehata
ملخص البحث

The main aim of this paper is to introduce a new class of Lommel matrix polynomials with the help of hypergeometric matrix function within complex analysis. We derive several properties such as an entire function, order, type, matrix recurrence relations, differential equation and integral representations for Lommel matrix polynomials and discuss its various special cases. Finally, we establish an entire function, order, type, explicit representation and several properties of modified Lommel matrix polynomials. There are also several unique examples of our comprehensive results constructed.

تاريخ البحث
قسم البحث
مستند البحث
مجلة البحث
Symmetry
المشارك في البحث
الناشر
Symmetry MDPI
تصنيف البحث
Q2(ISI)
عدد البحث
13(12)
موقع البحث
https://doi.org/10.3390/sym13122335
سنة البحث
2021
صفحات البحث
17