学者信息
已发表成果：
WOK 论文 9 篇;中文核心 3 篇;
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SEPARATING SINGULAR MODULI AND THE PRIMITIVE ELEMENT PROBLEM
QUARTERLY JOURNAL OF MATHEMATICS,0033-5606,2020-12.
Bilu, Yuri; Faye, Bernadette; Zhu, Huilin
WOS:000600666500006 10.1093/qmathj/haaa030
收录情况：SCIE -
Hypergeometric Euler numbers
AIMS MATHEMATICS,,2020.
Komatsu, Takao; Zhu, Huilin
WOS:000513847500038 10.3934/math.2020088
收录情况：SCIE -
On some ternary pure exponential diophantine equations with three consecutive positive integers bases
PROCEEDINGS OF THE INDIAN ACADEMY OF SCIENCES-MATHEMATICAL SCIENCES,0253-4142,2019-04.
Fu, RQ; He, B; Yang, H; Zhu, HL
WOS:000460963300002 EI:20191206656898 10.1007/s12044-019-0468-x
收录情况：SCIE、EI -
A Certificateless Ring Signature Scheme with High Efficiency in the Random Oracle Model
MATHEMATICAL PROBLEMS IN ENGINEERING,1024-123X,2017 .
Zhang, Yingying; Zeng, Jiwen; Li, Wei; Zhu, Huilin
WOS:000403872700001 EI:20172803932473 10.1155/2017/7696858
收录情况：SCIE、EI -
ON THE NUMBER OF SOLUTIONS OF THE DIOPHANTINE EQUATION x(2)+2(a) . p(b) = y(4)
MATHEMATICAL REPORTS,1582-3067,2015.
Zhu, Huilin; Le, Maohua; Soydan, Goekhan
WOS:000363495600001
收录情况：SCIE -
ON THE EXPONENTIAL DIOPHANTINE EQUATION x(2) + p(2m)=2y(n)
BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY,0004-9727,2012-10.
Zhu, Huilin; Le, Maohua; Togbe, Alain
WOS:000309783300014 10.1017/S000497271200010X
收录情况：SCIE -
ON THE DIOPHANTINE EQUATION x(2)+2(a) . 19(b) = y(n)
INDIAN JOURNAL OF PURE & APPLIED MATHEMATICS,0019-5588,2012-06.
Soydan, Gokhan; Ulas, Maciej; Zhu, Hui Lin
WOS:000307039600005
收录情况：SCIE -
On some generalized Lebesgue-Nagell equations
JOURNAL OF NUMBER THEORY,0022-314X,2011-03.
Zhu, Hui Lin; Le, Mao Hua
WOS:000290833100006 10.1016/j.int.2010.09.009
收录情况：SCIE -
A note on the Diophantine equation x(2) + q(m) = y(3)
ACTA ARITHMETICA,0065-1036,2011.
Zhu, Hui Lin
WOS:000288189700006 10.4064/aa146-2-6
收录情况：SCIE
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y--2=x--3-27x-62上的整数点(英文)
数学研究 ,1006-6837 ,2009.
祝辉林;陈建华
理工二类核心 -
某些等幂和中的完全平方数
厦门大学学报(自然科学版),0438-0479,2008-07-15.
祝辉林
理工二类核心 -
两个丢番图方程y~2=nx(x~2±1)
数学学报,0583-1431,2007-09-15.
祝辉林;陈建华
理科权威