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关于丢番图方程x(x+1)=Dy^(3) 被引量:3
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作者 王云葵 《常德师范学院学报(自然科学版)》 2000年第4期3-4,共2页
设p为素数 ,证明了丢番图方程x(x+ 1) =Dy3在D=p 1(mod 3)时仅有解 (p ,x ,y) =(2 ,1,1) ,(2 ,- 2 ,1) ,(17,5 831,12 6 ) ,(17,- 5 832 ,12 6 ) ;在D =2p ,p≡ 2 ,3,5 (mod 9)时仅有解 (x ,y ,p) =(2 ,1,3) ,(- 3,1,3) ;在D =4p ,p=5... 设p为素数 ,证明了丢番图方程x(x+ 1) =Dy3在D=p 1(mod 3)时仅有解 (p ,x ,y) =(2 ,1,1) ,(2 ,- 2 ,1) ,(17,5 831,12 6 ) ,(17,- 5 832 ,12 6 ) ;在D =2p ,p≡ 2 ,3,5 (mod 9)时仅有解 (x ,y ,p) =(2 ,1,3) ,(- 3,1,3) ;在D =4p ,p=5或p≡ 2 ,3(mod 9)时仅有解 (p ,x ,y) =(3 ,3,1) ,(3,- 4,1) ,(5 ,4,1) ,(5 ,- 5 ,1) ,(5 ,6 85 9,133) ,(5 ,- 6 86 0 ,133)。 展开更多
关键词 丢番图方程 正整数 ERDOES猜想 有限 无穷组解 非整整数 奇素数
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On Holomorphic Automorphisms of a Class of Non-homogeneous Rigid Hypersurfaces in C^(N+1)
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作者 Qingyan WU Department of Mathematics,Linyi Normal University,Linyi 276005,Shandong,China Department of Mathematics,Zhejiang University,Hangzhou 310027,China 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2010年第2期201-210,共10页
The author determines the real-analytic infinitesimal CR automorphisms of a class of non-homogeneous rigid hypersurfaces in CN+1 near the origin,and the connected component containing the identity transformation of al... The author determines the real-analytic infinitesimal CR automorphisms of a class of non-homogeneous rigid hypersurfaces in CN+1 near the origin,and the connected component containing the identity transformation of all locally holomorphic auto-morphisms of these hypersurfaces near the origin. 展开更多
关键词 Real-analytic infinitesimal CR automorphisms Rigid hypersurfaces Holomorphic automorphisms
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