[1] 权双燕.关于奇完全数素因数的指标 [J].西北大学学报(自然科学版),2016,46(3):325-327. [2] POULKAS D C.Very original proofs of two famous problems:“Are there any odd perfect numbers?”(unsolved until to date) and “Fermat’s last theorem:a new proof of theorem (less than one and a half pages) and its generalization”[J].Advances in Pure Mathematics,2021,11(11):891-928. [3] TOMOHIRO Y.Corrigendum to the paper “A new upper bound for odd perfect numbers of a special form” (Colloquium Mathematicum 156(2019),15-23) [J].Colloquium Mathematicum,2020,162(2):311-313. [4] ZELINSKY J.Upper bounds on the second largest prime factor of an odd perfect number [J].International Journal of Number Theory,2019,15(6):1183-1189. [5] 冯 敏.关于亏完全数和殆完全数的研究 [D].芜湖:安徽师范大学,2015. [6] POLLACK P,SHEVELEV V.On perfect and near-perfect numbers [J].J Number Theory,2012,132:3037-3046. [7] REN X Z,CHEN Y G.On near-perfect numbers with two distinct prime factors [J].Bulltin of the Australian Mathematical Society,2013,88:520-524. [8] TANG M,REN X Z,LI M.On near-perfect and deficient numbers [J].Colloquium Mathematicum,2013,133:221-226. [9] TANG M, FENG M.On deficient-perfect numbers [J].Bulltin of the Australian Mathematical Society,2014,90:186-194. [10] 张四保,王卫东.具有四个互异质因数的奇亏完全数的一些结论 [J].数学的实践与认识,2018,48(16):272-277. [11] CUI L,ZHANG C,LI Y.On odd deficient-perfect numbers with four distinct prime divisors [J].Pure Mathematics,2016,6(5):411-417. [12] 马小艳,王玉杰.具有四个素因子的奇亏完全数 [J].纯粹数学与应用数学,2015,31(6):643-649. [13] 张四保.具有五个相异素因子的某些奇正整数的刻画 [J].南昌大学学报(理科版),2020,44(6):524-528+533. |