[1] 华罗庚. 数论导引[M]. 北京:科学出版社,1979. HUA L G.Introduction to Number Theory [M]. Beijing: Science Press, 1979. [2] 陈景润. 初等数论[M]. 北京:科学出版社,1978. CHEN J R.Elementary Number Theory [M]. Beijing: Science Press,1978. [3] 倪家泰. 自然数数段中的素数[J]. 楚雄师范学院学报,2011,26(6):36-39. NI J T.Prime numbers in natural number section[J]. Journal of Chuxiong Normal University, 2011, 26(6): 36-39. [4] 李永利. Evans比为奇素数的充要条件[J]. 数学通报,2022,61(7):61-63. LI Yong L.Evans is a sufficient and necessary condition for an odd prime number[J]. Mathematical Bulletin, 2022, 61(7): 61-63. [5] 朱晓颖,朱广民.若干素数集的同余性质[J]. 黄山学院学报,2022,24(5):1-3. ZHU X Y.Congruence properties of some prime sets[J]. Journal of Huangshan University, 2022, 24(5):1-3. [6] 冯军刚,朱彦通.揭示素数分布规律的p_(n)阶准素数模型简介[J]. 数学学习与研究,2022(11):137-139. FENG J G.Introduction to the p _ (n) order quasi-prime model which reveals the distribution law of prime numbers[J]. Mathematics Learning and Research, 2022(11):137-139. [7] 吕晓东. 两个素数平方、四个素数立方和2的整数幂[J]. 数学年刊:A辑,2022,43(1):103-112. LV X D.Two prime squares four prime cubes and powers of 2[J]. Chines Annual of Mathematics: Series A, 2022, 43(1):103-112. [8] 赖子峰. 阶为八倍奇素数的边本原图[J]. 理论数学,2022,12(7),1095-1102. LAI Z F.Edge-primitive graphs of order eight times an odd primes[J]. Pure Mathematics, 2022, 12(7),1095-1102. [9] 冯军刚,朱彦通.揭示准素数递推的隐秘机制,具结哥德巴赫猜想等之证明[J]. 世纪之星—交流版,2022(22):0127-0132. FENG J G, ZHU Y T.The secret mechanism of quasi-prime recursion is revealed and the proof of Gold-bach conjecture is confirmed[J]. Star of the Century - Communication Edition, 2022(22):0127-0132. [10] 赖子峰. 阶为三的次幂倍奇素数幂的边本原图[J].理论数学, 2022,12(6):911-918. LAI Z F.Edge-primitive graphs of order three to the power times an odd prime power[J]. Pure Mathematics, 2022, 12(6):911-918. |