Congruence Properties for Bi$$^s$$snomial Coefficients and Like Extended Ram and Kummer Theorems Under Suitable Hypothesis
Congruence Properties for Bi$$^s$$snomial Coefficients and Like Extended Ram and Kummer Theorems Under Suitable Hypothesis
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适当假设下Bi$$^s$$snomial系数及类似扩展Ram和Kummer定理的同余性质
DOI：
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发表时间：
2020
影响因子：
1.1
通讯作者：
Oussama Igueroufa
中科院分区：
文献类型：
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作者：
H. Belbachir;Oussama Igueroufa
我们将吸收恒等式和一些经典的同余性质推广到了双曲型系数.在适当的假设下，我们还建立了相应的库默定理和Ram定理.
We generalize, to the bi $$^s$$ s nomial coefficients, the absorption identity and some classical congruence properties. We also establish under suitable hypothesis the corresponding versions of Kummer’s Theorem and Ram’s Theorem.