Titlebook: An Irregular Mind; Szemerédi is 70 Imre Bárány,József Solymosi,Gábor Sági Book 2010 János Bolyai Mathematical Society and Springer-Verlag 2

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Frakturen des Radius und der Ulna,al key results in additive combinatorics. In this expository paper, we show how several results can be translated from the analytic language of norms, decompositions, and transference to the computer science language of indistinguishability, simulability and pseudoentropy. Some of these results, onc

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https://doi.org/10.1007/978-3-658-18734-7Dedicated to Endre Szemerédi for his 70th birthday. In this note we consider incomplete mixed character sums over a finite field . of the form . where is an additive character, . a polynomial, x a non-trivial multiplicative character and .. a ‘box’ of the form .. (Here . is an arbitrary basis of F.n over F..)

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Gabriele Halwachs-Baumann,Bernd GenserThe problem in the title seemed to be out of reach of any methods before 2004. We have still no answer for it, and it is no surprise that we will not answer it in the present work either. However, in the last few years the following developments arose in connection with the above problem. Supported by OTKA Grants K72731, K67676 and ERC-AdG.228005.

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https://doi.org/10.1007/978-3-642-73830-2We relax the assumption of commutativity in certain Plünnecke-type inequalities.

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An Estimate of Incomplete Mixed Character Sums,Dedicated to Endre Szemerédi for his 70th birthday. In this note we consider incomplete mixed character sums over a finite field . of the form . where is an additive character, . a polynomial, x a non-trivial multiplicative character and .. a ‘box’ of the form .. (Here . is an arbitrary basis of F.n over F..)

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