ON THE NUMBER OF SOLUTIONS OF AN $ n$TH DEGREE CONGRUENCE WITH ONE UNKNOWN

ON THE NUMBER OF SOLUTIONS OF AN $ n$TH DEGREE CONGRUENCE WITH ONE UNKNOWN
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DOI:
10.1070/sm1980v037n02abeh001947
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发表时间:
1980-02
期刊:
Mathematics of The Ussr-sbornik
影响因子:
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通讯作者:
S. V. Konjagin
S. V. Konjagin
中科院分区:
其他
文献类型:
--
作者:
S. V. Konjagin

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我们表明,解决方案的同余,其中是一个多项式的次数,其系数有最大公约数相对素,不超过,其中不能取代。参考书目:5个标题。
We show that the number of solutions to the congruence , where is a polynomial of degree whose coefficients have greatest common divisor relatively prime to , does not exceed , where cannot be replaced by .Bibliography: 5 titles.