ACTA ARITHMETICA Online First version On the number of n-dimensional representations of SU(3), the Bernoulli numbers, and the Witten zeta function by

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Conception Benoît Roux (URCA) – D’après Stiftsbibliothek Einsiedeln, Codex), Boethius. De arithmetica et geometria. De musica, f. 144. – Impression : Boèce au fil du te

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Conception Benoît Roux (URCA) – D’après Stiftsbibliothek Einsiedeln, Codex), Boethius. De arithmetica et geometria. De musica, f. 144. – Impression : Boèce au fil du te

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Vorwort 1. Die Buchfhrung bildet die Grundlage jeden betrieblichen Rechnungswesens. Seit der Franziskanermnch Luca Pacioli die Technik der doppelten Buchfhrung in dem 1494 erschienenen Buch Summa de Arithmetica, Geome

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ACTA ARITHMETICA LXXIIIReciprocity formulae for general Dedekind–Rademacher sums by

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• Mathematics
• Algebra
• Abstract algebra
• Number theory
• Modular forms
• Algebraic number theory
• Algebraic structures
• Dedekind sum
• Generating function
• Ring
• Taylor series
• Bernoulli number

ACTA ARITHMETICA LXXXVIIA uniform version of Jarn´ık’s theorem by

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ACTA ARITHMETICA LXArithmetic progressions in sumsets by

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This is the author’s version of the paper. The final publication has appeared in Acta Arithmetica), 193–200. Prime numbers of the form p = m2 + n2 + 1 in short intervals Kaisa Matom¨aki∗

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ACTA ARITHMETICA LXXXIIOn the irreducibility of some polynomials in two variables by

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ACTA ARITHMETICA LXXIXLower bounds of heights of points on hypersurfaces by

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