Application of basic hypergeometric series
Rakha, Medhat A.; El-seidy, Essam;
Abstract
An extremely simple derivation of the formula for the expected number of nodes on level l in a random digital search tree, built from n random data was studied. Some concepts of basic hypergeometric series were used. The basic hypergeometric series has many significant applications in several areas of pure and applied mathematics including the theory of partitions, combinatorial identities, number theory and statistics.
Other data
| Title | Application of basic hypergeometric series | Authors | Rakha, Medhat A.; El-seidy, Essam | Keywords | Hypergeometric series very well poised;q-series | Issue Date | 30-Jan-2004 | Journal | Applied Mathematics and Computation | Volume | 148 | Issue | 3 | Start page | 717 | End page | 723 | ISSN | 00963003 | DOI | 10.1016/S0096-3003(02)00930-X | Scopus ID | 2-s2.0-0242522208 |
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