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High-School Mathematics
1005-6416
2010 Issue 1
Training Problems for Senior High School\'s Mathematical Olympiad(125)
xie wen xiao
..............
page:41-46
Problems on Mathemtical Olympiad
shen yi ; huang quan fu ; wang qi ; liu chang le
..............
page:47-49
A Primary Proof for Napoleon Theorem
wu feng ren
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page:21-21
The 35th Russian Mathematical Olympiad of Grade 11
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page:34-36
Mathematics Competition of Senior High School of Jilin in 2009
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page:31-34
New Year Greeting
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page:2
Application of Two Splitting Methods in Solving Inequalities
li tao
..............
page:17-19
A Problem in American Mathematical Olympiad Competition and M(o)bius Function
liu pei jie
..............
page:22-23
The Way of Mathematical Olympiad:the Things I Want to Do(Ⅻ)
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page:封4
Thinking about the Midpoint
pang hai yan ; zhu mao qiao
..............
page:4-8
Thinking about a Problem in Korea Mathematical Olympiad Competiton
su hua ming ; pan jie
..............
page:20-20
Western China Mathematics Olympiad in 2009
..............
page:27-30
Training Problems for Junior High School\'s Mathematical Olympiad(125)
luo zeng ru ; luo zuo
..............
page:37-40
A Few Words on Mathematics Competition
zhang jing zhong
..............
page:3
Problems about Inequalities in Number Theory
liu kang ning
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page:9-13
Embedding Inequality, a Storehouse for Proposition of Mathematical Competition Problems
zhu hua wei
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page:14-17
Mathematics Competition of Junior High School of Grade 2 of Bejing in 2009
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page:24-26,40