id,collection,dc.contributor.author,dc.contributor.firstReferee,dc.contributor.furtherReferee,dc.contributor.gender,dc.date.accepted,dc.date.accessioned,dc.date.available,dc.date.issued,dc.description.abstract[en],dc.format.extent,dc.identifier.uri,dc.identifier.urn,dc.language,dc.rights.uri,dc.subject.ddc,dc.subject[en],dc.title,dc.type,dcterms.accessRights.dnb,dcterms.accessRights.openaire,dcterms.accessRights.proquest,dcterms.format,refubium.affiliation "2283f93d-6f1a-4bb0-bffd-1f4808f298a5","fub188/14","Ersoy, Kıvanç","N.N.","N.N.","male","2019-11-06","2020-01-21T11:48:09Z","2020-01-21T11:48:09Z","2020","This Habilitation thesis is a collection of former research of K. Ersoy. In Chapter 1, Introduction, an outline of his research program in general is given. • Chapter 2 is the paper of Ersoy, “Infinite Groups with an Anticentral Element”, [Ers12], appeared in Comm. Alg. 2012. • Chapter 3 is the paper of Ersoy, “Finite Groups with a Splitting Automor- phism of Odd Order”, [Ers16], appeared in Arch. Math. 2016. • Chapter 4 is the paper of Ersoy together with C.K. Gupta, with name “Locally Finite Groups with Centralizers of Finite Rank”, [EG], appeared in Comm. Alg. 2016. • Chapter 5 is the paper of Ersoy together with M. Kuzucuoğlu and P. Shumy- atsky, with name “Locally Finite Groups and Their Subgroups with Small Centralizers”, [EKS], appeared in J. Algebra, 2017. • Chapter 6 is the paper of Ersoy, “Centralizers of p-subgroups in Simple Locally Finite Groups”, [Ers19], that appeared in Glasgow Mathematical Journal, 2020. • Chapter 7 is the paper of Ersoy, together with A. Tortora and M. Tota, with name “On groups with all subgroups subnormal or soluble of bounded derived length”, [ETT], appeared in Glasgow Math. J., 2014","107 Seiten","https://refubium.fu-berlin.de/handle/fub188/26475||http://dx.doi.org/10.17169/refubium-26235","urn:nbn:de:kobv:188-refubium-26475-9","eng","http://www.fu-berlin.de/sites/refubium/rechtliches/Nutzungsbedingungen","500 Natural sciences and mathematics::510 Mathematics::512 Algebra and number theory","group theory||centralizers||fixed points||automorphisms||simple groups||locally finite groups","Centralizers and Fixed Points of Automorphisms in Finite and Locally Finite Groups","Habilitation","free","open access","accept","Text","Mathematik und Informatik"