关于丢番图方程sum from (k=0) to (n-1)[1+(40s21)K]~r=[1+(40s+21)n]~r on the Diophanline Eqhation (1/n) sum from (k=0) to (n-1)[1+(40s21)K]~r=[1+(40s+21)n]~r期刊界 All Journals 搜尽天下杂志传播学术成果专业期刊搜索期刊信息化学术搜索

关于丢番图方程sum from (k=0) to (n-1)[1+(40s21)K]~r=[1+(40s+21)n]~r

摘要：	本文证明了:当r,n为正整数,s为非整数,丢番图方程sum from k=0 to n-1([1+(40s+21)k]~r)=[1+(40s+21)n]~r无整数解
关键词：	丢番图方程末位数字方幂和同余式
on the Diophanline Eqhation (1/n) sum from (k=0) to (n-1)[1+(40s21)K]~r=[1+(40s+21)n]~r

Ji wanhui Zhang hong tu. on the Diophanline Eqhation (1/n) sum from (k=0) to (n-1)[1+(40s21)K]~r=[1+(40s+21)n]~r[J]. JOURNAL OF ANSHUN UNIVERSITY, 1994, 0(2)

Authors:	Ji wanhui Zhang hong tu

Affiliation:	Ji wanhui Zhang hong tu

Abstract:	In this paper we prove following results :Let r .n be positiwe integer the equationsum from (k=0) to (n-1)[1+(40s21)K]~r=[1+(40s+21)n]~r has no integer solution

Keywords:	diophantine equation Last numerals congruence.power sum.
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