MathSciDoc: An Archive for Mathematician ∫

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Bruce Olberding · Kulumani M Rangaswamy. László Fuchs’s contributions to commutative ring theory. 2014.

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A R Bednarek · A D Wallace. A relation-theoretic result with applications in topological algebra. 1967.

2

A C Shershin. A characterization of the closed subgroups of the Schutzenberger group. 2005.

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Paul Malliavin. Sur le reste de la loi asymptotique de répartition des nombres premiers généralisés de beurling. 1961.

2

Hilberdink T, Lapidus M L. Beurling Zeta Functions, Generalised Primes, and Fractal Membranes[J]. Acta Applicandae Mathematicae, 2006, 94(1): 21-48.

3

Schlagepuchta J, Vindas J. The prime number theorem for Beurling\u0027s generalized numbers: new cases[J]. Acta Arithmetica, 2012, 153(3): 299-324.

4

Wenbin Zhang. Mean-value theorems for multiplicative functions on Beurling’s generalized integers (I). 2005.

5

Rasa Steuding. Universality for generalized Euler products. 2006.

6

Wenbin Zhang. Mean-value theorems and extensions of the Elliott–Daboussi theorem on Beurling’s generalized integers (I). 2008.

7

E Stankus. On some generalized integers. 1996.

8

Helmut Muller. Zur Gleichverteilung von Beurlingschen Zahlen. 1975.

9

Faez Ali Almaamori. Theory and Examples of Generalised Prime Systems. 2013.

10

Jozsef Sandor · B Crstici. Generalizations and extensions of the möbius function. 2004.

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Heathbrown D R. The distribution and moments of the error term in the Dirichlet divisor problem[J]. Acta Arithmetica, 1992, 60(4): 389-415.

2

Diaconu A, Goldfeld D, Hoffstein J, et al. Multiple Dirichlet series and moments of zeta and L-functions[J]. Compositio Mathematica, 2001, 139(3): 297-360.

3

Akiyama S, Egami S, Tanigawa Y, et al. Analytic continuation of multiple zeta-functions and their values at non-positive integers[J]. Acta Arithmetica, 2001, 98(2): 107-116.

4

Jutila M. Lectures on a method in the theory of exponential sums[C]., 1987.

5

Akiyama S, Tanigawa Y. Multiple zeta values at non-positive integers[J]. Ramanujan Journal, 2001, 5(4): 327-351.

6

Bowman D, Bradley D M. Multiple Polylogarithms: A Brief Survey[C]., 2003.

7

Matsumoto K. Asymptotic expansions of double zeta-functions of Barnes, of Shintani, and Eisenstein series[J]. Nagoya Mathematical Journal, 2003: 59-102.

8

Ivic A. On the Riemann zeta-function and the divisor problem II[J]. Open Mathematics, 2004, 3(2): 203-214.

9

Good A. Beitraege zur theorie der Dirichletreihen, die spitzenformen zugeordnet sind[J]. Journal of Number Theory, 1981, 13(1): 18-65.

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Jim Hafner · Aleksandar Ivic. On the mean-square of the Riemann zeta-function on the critical line. 1989.