涉及两个$q$ -Pochhammer符号乘积的一个划分不等式
A partition inequality involving products of two $q$-Pochhammer symbols
摘要：
利用注入法证明了一类新的包含$q$ -乘积的分划不等式，其中乘积具有2 ~ 4个有限化参数。我们的新定理是一个实质性的推广工作安德鲁斯和以前的工作由Berkovich和Grizzell。我们还简要讨论了我们的产品如何与演讲厅隔断相关。
英文摘要：
We use an injection method to prove a new class of partition inequalities involving certain $q$-products with two to four finitization parameters. Our new theorems are a substantial generalization of work by Andrews and of previous work by Berkovich and Grizzell. We also briefly discuss how our products might relate to lecture hall partitions.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
