Titlebook: Combinatorial Number Theory and Additive Group Theory; Alfred Geroldinger,Imre Z. Ruzsa Textbook 2009 Birkh�user Basel 2009 Graph.Graph th

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Alfred Geroldinger,Imre Z. RuzsaIncludes supplementary material:

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https://doi.org/10.1007/978-3-7643-8962-8Graph; Graph theory; Group theory; additive group theory; combinatorial number theory; factorization; numb

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Effect of Solids on Pump Performance,ok place at the Centre de Recerca Matemàtica (CRM) at Barcelona in spring 2008. It gives a survey on the interaction between two, at first glance very disparate areas of mathematics: Non-Unique Factorization Theory (see [71, 70, 13, 87, 120]) and Additive Group Theory (see [103, 36, 104, 107, 23, 13

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SlutWalk, Community and Cyberactivism,pplications in the theory of non-unique factorizations. In this chapter we discuss the inverse problems associated with the invariants D(.), η(.) and s(.). More precisely, we investigate the structure of sequences of length D(.)−1 (η(.)−1 or s(.)−1, respectively) that do not have a zero-sum subseque

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Nicolau Beckmann,Birgit Ledermann sets of integers (or torsion-free groups in general). What can we say if we know that |.|≤α., where α is constant or grows slowly as .→∞? That is, we are looking for statements of the form |.|=., |.|≤α. ⇒ (...).

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