理论数学

Vol.3 No.2 (March 2013)

推导三维本原同余数一般公式及其判定定理
Identification and Judgment of Original Congruent Number

 

作者:

关永刚 :清华大学电机系

关春河 :黑龙江省龙江县发达中学

 

关键词:

三维同余数三维本原同余数三维本原同余数公式三维泛本原同余数三维整同余数Three-Dimensional Congruent Number Three-Dimensional Original Congruent Number Three-Dimensional Formula of the Original Congruent Number Three-Dimensional Extensive Original Congruent Number Three-Dimensional Integer Congruent Number

 

摘要:

通过运用初等数论方法,把同余数问题从二维空间推广到三维空间。推导出三维本原同余数一般公式及其判定定理。阐明了各类三维同余数之间的关系,全面解决了三维同余数相关问题。

Congruent number problem was extended from two-dimensional space to three-dimensional space by the application of fundmental method, Deduce the general formulas and judgment theorems of three-di- mensional original congruent number. Clarifies the relationship between various types of three-dimensional congruent number, and comprehensively solute the problems associated with the three-dimensional congruent number.

文章引用:

关永刚 , 关春河 (2013) 推导三维本原同余数一般公式及其判定定理。 理论数学, 3, 144-148. doi: 10.12677/PM.2013.32023

 

参考文献

分享
Top