Some polynomials associated with the $${\vavec{}}$$-Whitney numbes |
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| Authors: | Cristina B Corcino Roberto B Corcino István Mez? José L Ramírez |
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| Institution: | 1.Department of Mathematics,Cebu Normal University,Cebu City,Philippines;2.Mathematical Sciences Division, Department of Science and Technology,National Research Council of the Philippines,Taguig,Philippines;3.School of Mathematics and Statistics,Nanjing University of Information Science and Technology,Nanjing,People’s Republic of China;4.Departamento de Matemáticas,Universidad Nacional de Colombia,Bogotá,Colombia |
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| Abstract: | In the present article, we study three families of polynomials associated with the r-Whitney numbers of the second kind. They are the r-Dowling polynomials, r-Whitney–Fubini polynomials and the r-Eulerian–Fubini polynomials. Then we derive several combinatorial results by using algebraic arguments (Rota’s method), combinatorial arguments (set partitions) and asymptotic methods. |
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