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- An elementary proof of the Diophantine equation (The equation abbreviated) is given by using recursion sequence method. 摘要运用递推序列法,给出组合数丢番图方程(方程式略)的一个初等解法。
- ON THE DIOPHANTINE EQUATION 6y~2 = x(x + l)(2x +1) 方程6y~2=x(x+1)(2x+1)的解的初等证明
- ON THE DIOPHANTINE EQUATION x~3+y~3+z~3=xyz 关于方程x~3+y~3+z~3=xyz
- SOME REMARKS ON THE DIOPHANTINE EQUATION x 2-Dy 4=1 关于丢番图方程x~2-Dy~4=1的一些注记
- On the Diophantine Equation (x~m-1)/(x-1)=y~n 关于不定方程(x~m-1)/(x-1)=y~n的可解性
- On the Diophantine Equation ax~m-by~n=4 关于丢番图方程ax~m-by~n=4(英文)
- On the Diophantine Equation of Unit Fraction 关于单位分数的丢番图方程
- On the Diophantine equation a~x - b~y =14~z 关于方程a~x-b~y=14~z(摘要)
- ON THE DIOPHANTiNE EQUATION x~2=y~n+1/y+1 and x~2=y~p+1 关于方程x~2=y~n+1/y+1和x~2=y~p+1
- ON THE GENERAL SOLUTIONS OF THE DIOPHANTINE EQUATION X~2+Y~2=Z~2 关于不定方程 x~2+y~2=Z~2之通解由其任一特解的显式表示
- All Solution on the Diophantine Equation x~2+Y~2=Z~2+W~2 丢番图方程X~2+y~2=z~2+w~2的通解
- NOTE ON THE DIOPHANTINE EQUATION sum from j=0 to h(x+j)~n=(x+h+1)~n 关于方程sum from j=0 to h(x+j)~n=(x+h+1)~n的一个注记
- ON THE DIOPHANTINE EQUATIONS am-kbn=2 AND am-lbn=1 关于丢番图方程a~m-kb~n=2和a~m-lb~n=1
- ON THE DIOPHANTINE EQUATIONS ax~4+bx~2y~2+cy~4=dz~2 关于丢番图方程ax~4+bx~2y~2+cy~4=dz~2
- ON THE DIOPHANTINE EQUATION X(X + 1 )(X + 2)(X + 3) = 7Y(Y + 1 )(Y + 2)(Y + 3) 关于不定方程x(x+1)(x+2)(x+3)=7y(y+1)(y+2)(y+3)
- On the Common Solutions of the Diophantine Equation x~2+1=2y~2, x~2-1=2Dz~2 关于丢番图方程x~2+1=2y~2,x~2-1=2Dz~2的公解
- ON THE SMALLEST SOLUTIONS OF THE DIOPHANTINE EQUATION x~2-Dy~2=4 IN TWO SPECIAL CASES 关于不定方程 x~2-Dy~2=4在两种特殊情形下的最小解
- ON THE DIOPHANTINE EQUATION 关于一类不定方程解的讨论
- The Diophantine equation 不定方程
- This paper introduce a kind of generalized Catalan number, give it combinational and obtain the solution of some Diophantine equation. 引进了一类广义Catalan数;并赋予这类广义Catalan数组合意义;用这类广义Catalan数得到一类不定方程的解数.