Titlebook: Beauville Surfaces and Groups; Ingrid Bauer,Shelly Garion,Alina Vdovina Conference proceedings 2015 Springer International Publishing Swit

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凌辱

,The Classification of Regular Surfaces Isogenous to a Product of Curves with ,,cting freely on .. In this article we classify all regular surfaces isogenous to a product with . under the assumption that the action of . is unmixed i.e. no element of . exchange the factors of the product ..

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Characteristically Simple Beauville Groups, II: Low Rank and Sporadic Groups, group. Here we consider which characteristically simple groups can be Beauville groups. We show that if . is a cartesian power of a simple group ., ., ., ., ., or of a sporadic simple group, then . is a Beauville group if and only if it has two generators and is not isomorphic to ..

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Remarks on Lifting Beauville Structures of Quasisimple Groups,a conjecture of Bauer, Catanese and Grunewald, which asserts that all non-abelian finite quasisimple groups except for the alternating group of degree five are Beauville groups. Here we show that our results can be used to show that certain split- and Frattini extensions of quasisimple groups are al

聋子

,On Quasi-Étale Quotients of a Product of Two Curves,a finite set of points. A quasi-étale surface is the minimal resolution of the singularities of a quasi-étale quotient. They have been successfully used in the last years by several authors to produce several interesting new examples of surfaces. In this paper we describe the principal results on th

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2194-1009 aces. It is the first time that these objects are discussed from the points of view of algebraic geometry as well as group theory. The book also includes various open problems and conjectures related to these surfaces..Beauville surfaces are a class of rigid regular surfaces of general type, which c

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Concomitant

Biology of Human Ovarian Cancer Xenografts five are Beauville groups. Here we show that our results can be used to show that certain split- and Frattini extensions of quasisimple groups are also Beauville groups. We also discuss some open problems for future investigations.

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Biology of Human Ovarian Cancer Xenograftsed in the last years by several authors to produce several interesting new examples of surfaces. In this paper we describe the principal results on this class of surfaces, and report the full list of the minimal quasi-étale surfaces of general type with geometric genus equal to the irregularity ..

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