求和公式sum from k=0 to n （kmrkcnk）的证明
구화공식sum from k=0 to n （kmrkcnk）적증명
The Demonstration of Summation Formula of sum from k=0 to n （k~mr~k~c_n~k）
  • 万方数据
    安阳工学院学报 안양공학원학보
    JOURNAL OF ANYANG INSTITUTE OF TECHNOLOGY
    2011年 4期 60-62 ,共3页

    霍曙明

    곽서명

    高级导数%等幂迭乘和%求和公式 高級導數%等冪迭乘和%求和公式
    고급도수%등멱질승화%구화공식
    advanced derivatives%sum of equal powers%summation formula
    本文以高级导数的方法简捷地推导出了sum from k=0 to n （kmrkcnk）求和公式,从而扩展了等幂迭乘和的表示范围,同时得出了r=1、-1、e1θ时的特别结论.
    본문이고급도수적방법간첩지추도출료sum from k=0 to n （kmrkcnk）구화공식,종이확전료등멱질승화적표시범위,동시득출료r=1、-1、e1θ시적특별결론.
    In this paper,Summation Formula of was derived out simply and directly by the way of Advanced Derivatives,thus the range of the Sum of Equal Powers was extended,Special conclusion on is reached at the same time.
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