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 作者：A.A.A. Majumdar 来源：[B].Pons Editions2018UNM 摘要：More than seven years ago, my first book on some of the Smarandache notions was published. The book consisted of five chapters, and the topics covered were as follows : (1) some recursive type Smarandache sequences, (2) Smarandache determinant sequences, (3) the Smarandache funct...
 作者：Muneer Jebreel Karama 来源：[J].Scientia Magna, 2006, Vol.2 (1)UNM 摘要：I study Smarandache numbers partitions, and the partitions set of these numbers. This study conducted by Computer Algebra System namely, Maple 8.
 作者：Gunarto, H , Majumdar, A A K 来源：[J].Scientia Magna, 2010, Vol.6 (1), pp.1-6ProQuest 摘要：The triangle T(a, b, c) with angles a, b, c, and the triangle T(a', b', c') with angles a', b', c' are said to be pseudo Smarandache related if Z(a) =Z(a'), Z(b) =Z(b'), Z(c) =Z(c'), and the pair of triangles T(a, b, c) and T(a', b', c') are said to be Smarandache related if S(a)...
 作者：John Perry 来源：[J].Smarandache Notions Journal, 2004, Vol.14UNM 摘要：The Smarandache Numbers are: 1,2,3,4,5,3,7,4,6,5,11,4,13,7,5,6,17,6,19,5,7, 11 ,23,4,1 0, 13,9,7,29,5,31,8,11,17,7,6,37,19,13,5,41,7,43,11,6,23,47,6,14,10,17,13,53,9,11 ,7, 9,29,59,5,61,31,7,8,13,11,67,17, 23,7,71,6,73,37,10,19,11,13,79,6,9,41,83,7, ... and defined as the smalles...
 作者：Y.V. Chebrakov , V.V. Shmagin 来源：[J].Smarandache Notions Journal, 1997, Vol.8UNM 摘要：In this paper we study the properties of some six numerical Smarandache sequences. As result we present a set of analytical formulae for the computation of numbers in these Smarandache series and for constructing Magic squares 3x3 in size from k-truncated Smarandache numbers. The...
 作者：Charles Ashbacher 来源：[J].Smarandache Notions Journal, 2000, Vol.11UNM 摘要：For n any integer greater than zero, the value of the Smarandache function S(n) is the smallest integer m such that n divides m!.
 作者：H. Gunarto , A.A.K. Majumdar 来源：[J].Scientia Magna, 2010, Vol.6 (1)UNM 摘要：This paper lists all the dissimilar pseudo Smarandache related triangles, under the additional condition found by computer search.
 作者：Y. V. Chebrakov , V. V. Shmagin 来源：[J].Smarandache Notions Journal, 2001, Vol.12UNM 摘要：In this paper we investigate some properties of Smarandache sequences of the 2nd kind and demonstrate that these numbers are near prime numbers. In particular, we establish that prime numbers and Smarandache numbers of the 2nd kind (a) may be computed from the similar analytical ...
 作者：K. R. S. Sastry 来源：[J].Smarandache Notions Journal, 2000, Vol.11UNM 摘要：... In Section I we make certain observations on Smarandache numbers. This enables us to impose a constraint on the lenghts of the corresponding sides of similar triangles. In Section II we do this to see that infinite class of similar triangles reduces to a finite one. In sectio...
 作者：Sabin Tabirca , Tatiana Tabirca 来源：[J].Smarandache Notions Journal, 1998, Vol.9UNM 摘要：The studies concerning the series with Smarandache numbers have been done recently and represents an important research direction on Smarandache' s notions. The question of convergence or divergence were resolved for several series and the sums of some series were proved to be ir...