摘要
按K=c-b划分勾股数并减元,从平方差公式出发,创立有序找出全部勾股数的新方法,并揭示原生勾股数存在的规律。构想勾股数家族有序排列的座次表。解读费马找勾股数分式。
According to the K = c - b classification of Pythagorean number and reducing the yuan, from the square difference formula, it creates a new method to identify all ordered istence of Pythagorean number rule. To create table seating of the Fermat's Pythagorean number fraction. Pythagorean numbers, and reveals the original ex- Pythagorean number ordered family and interprets
出处
《西安铁路职业技术学院学报》
2017年第1期53-57,60,共6页
Journal of Xi’an Railway Vocational & Technical Institute
关键词
原生勾股数
按K=c-b建立勾股数表
勾股数数列的通项式
解读
Native Pythagorean Number
Establishment of the Pythagorean Tables by K = c - b
General ExpressionPythagorean Number Sequence
Interpretation