上篇∣数字对称数的二次幂是数字对称数的存在性
第一章 数字对称数(即回文数)的定义 ························································· 3
第二章 梯形数——从三角形数到梯形数 ····················································· 5
第三章 数字对称数的二次幂是数字对称数的判定 ······································ 10
第四章 数字对称数的二次幂是数字对称数的只有十二大类 ························ 11
第五章 为什么数字对称数的二次幂是数字对称数的只有十二大类 ·············· 13
第一节 幂中第i 位的最大数字与最小数字 ··················································· 13
第二节 数字对称数的二次幂不是数字对称数的判定法 ······························· 15
第三节 确定数字对称数的二次幂a2除十二大类外都不是数字对称数 ·····18
下篇∣数字对称数的二次幂是数字对称数的归类
第六章 归类框架 ······················································································ 53
第七章 数字对称数的乘方是数字对称数的类型之十大类 ···························· 54
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