文章詳目資料
Tamsui Oxford Journal of Information and Mathematical Sciences Scopus
加入收藏
下載文章
| 篇名 | Two-Variable Generalization of New Mock Theta Functions |
|---|---|
| 卷期 | 29:3 |
| 作者 | Bhaskar Srivastava |
| 頁次 | 389-402 |
| 關鍵字 | Mock theta functions 、 q- Hypergeometric series 、 Functional equations |
| 出刊日期 | 201308 |
中文摘要
英文摘要
We define two variable generalization of new mock theta functions recently developed by Andrews and also of two new mock theta functions developed by Bringmann et al and give functional equations satisfied by these generalized functions. We show that these generalized functions are mock theta functions. We prove the main theorem that they are bounded near the neighbourhood of the unit circle.
本卷期文章目次
- Three Classes of The Stirling Formula for The q-factorial Function / Ahmed Salem
- Mean-periodic Functions Associated with a Singular Di erential-di erence Operator on The Real Line / M. A. Mourou、S. Rebhi
- Transmutation Operators Associated with a Bessel Type Operator on The Half Line and Certain of Their Applications / R. F. Al Subaie、M. A. Mourou
- Starlikeness of a Double Integral Operator / Sarika Verma、Sushma Gupta、Sukhjit Singh
- Subordination and Superordination for Multivalent Functions De ned by Linear Operators / S. Sivaprasad Kumar、Virendra Kumar、V. Ravichandran