本文将Abel引理与q-Zeilberger算法相结合来研究q-非超几何和式。对一类含有q-超调和数的相关和式,得到了一些新的q-模拟恒等式。This article combines Abel’s lemma with q-Zeilberger algorithm to study q-non-hypergeometric sums...本文将Abel引理与q-Zeilberger算法相结合来研究q-非超几何和式。对一类含有q-超调和数的相关和式,得到了一些新的q-模拟恒等式。This article combines Abel’s lemma with q-Zeilberger algorithm to study q-non-hypergeometric sums. For a class of related sum of q-hyperharmonic numbers, some new q-analogous identities are obtained.展开更多
文摘本文将Abel引理与q-Zeilberger算法相结合来研究q-非超几何和式。对一类含有q-超调和数的相关和式,得到了一些新的q-模拟恒等式。This article combines Abel’s lemma with q-Zeilberger algorithm to study q-non-hypergeometric sums. For a class of related sum of q-hyperharmonic numbers, some new q-analogous identities are obtained.
基金Supported by Chinese National Science Foundation(Grant Nos.11226278 and 11201484)the Fundamental Research Funds for the Central Universities(14CX02009A)
