On integer parts of some sequences by Vilius Stakėnas

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A Gauss-Kuzmin Theorem for Continued Fractions Associated with Nonpositive Integer Powers of an Integer m≥2 by Dan Lascu

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On integer and fractional parts of some sequences by Vilius Stakėnas

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Comparative analysis of integer factorization algorithms by G. Kimsanova, R. Ismailova, R. Sultanov

Subjects: “…integer factorization…”
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Gaussian integers with small prime factors by D. G. Hazlewood

Subjects: “…Gaussian integers…”
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The semigroup of nonempty finite subsets of integers by Reuben Spake

“…Let Z be the additive group of integers and g the semigroup consisting of all nonempty finite subsets of Z with respect to the operation defined byA+B={a+b:a∈A,   b∈B},   A,B∈g.For X∈g, define AX to be the basis of 〈X−min(X)〉 and BX the basis of 〈max(X)−X〉. …”
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Factorization of big integer and the security of RSA by Yan-bing REN

Subjects: “…integer…”
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A general notion of independence of sequences of integers by John R. Burke

“…In this paper a notion of statistical independence of sequences of integers is developed. The results are generalizations of known results on independent sequences modm in the integers and more generally, independent sequences on compact sets. …”
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On the difference of values of the kernel function at consecutive integers by Jean-Marie De Koninck, Florian Luca

“…For each positive integer n, set γ(n)=Πp|np. Given a fixed integer k≠±1, we establish that if the ABC-conjecture holds, then the equation γ(n+1)−γ(n)=k has only finitely many solutions. …”
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Arithmetic functions associated with infinitary divisors of an integer by Graeme L. Cohen, Peter Hagis

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Stationary solutions for integer-valued autoregressive processes by Emad-Eldin A. A. Aly, Nadjib Bouzar

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A note on the multiplicative dependence of consecutive integers by Artūras Dubickas

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On the calculation of integer sequences, associated with twin primes by Igoris Belovas, Martynas Sabaliauskas, Paulius Mykolaitis

Subjects: “…integer sequences…”
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Corrigendum to “Symplectic and orthogonal $K$-groups of the integers” by Schlichting, Marco

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Isolation of Prebiotics from Artocarpus integer’s Seed by Joel-Ching-Jue Wong, Siew-Ling Hii, Chen-Chung Koh

“…The maximum amount of the total carbohydrate content extracted from A. integer was 787 mg/L. The percentage hydrolysis levels of A. integer extract in gastric juice at pH 1, 2, 3, and 4 were 6.14%, 7.12%, 8.98%, and 10.23%, respectively. …”
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Integers representable by (x+y+z)3/xyz by Sharon A. Brueggeman

“…Guy discuss the problem of findin8 integers which may be represented by (x+y+z)3/xyz where X,Y,Z are integers. …”
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An Integer Linear Programming Model for Partially Ordered Sets by Elsayed Badr, I.M. Selim, Hoda Mostafa, Hala Attiya

“…In particular, a new Integer Linear Programming model (ILPM) is proposed for partially ordered sets. …”
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Extended integer tent maps and dynamic hash function by LIU Jian-dong

“…Based on the analysis of uniform distribution property of the extended integer tent maps,a novel dynamic hash function with the output length of 160bit was constructed.In addition,the MD structure was improved so that the capacity of collision resistance of the middle iteration process of the hash function was enhanced without extending intermediate states.Preliminary security testing indicates that,this hash function has a high degree of security,and it can be realized easily with great rapidity.The algorithm of hash function is an ideal subsititution for traditional hash function.…”
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Adaptive Cut Selection in Mixed-Integer Linear Programming by Turner, Mark, Koch, Thorsten, Serrano, Felipe, Winkler, Michael

Subjects: “…Mixed-Integer Linear Programming…”
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A class of rings which are algebric over the integers by Douglas F. Rall

“…In particular, an associative ring R is said to be a quasi-anti-integral (QAI) ring if for every a≠0 in R there exist a positive integer k and integers n1,n2,…,nk (all depending on a), so that 0≠n1a=n2a2+…+nkak. …”
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