Sylow Theory, Formations And Fitting Classes In Locally Finite Groups

Part 1 Basic Concepts: Group Theoretical Classes and Closure Operations; Radicals and Residuals; Local Systems; The Minimum Condition and Cemikov Groups. Part 2 Sylow Theory in Locally Finite Groups: Some Conjugacy Theorems; The Asar-Hartley Theorem for a General Set of Primes; Groups with Min-p; Good Sylow Subgroups. Part 3 Groups Satisfying min-p for all Primes p: Sylow Theory in Groups with min-p for all Primes p; The 2-Radicable part of a group with min-p for all p; The Structure of Groups with min-p for all primes p. Part 4 Groups with Conjugate Sylow Subgroups: Upper p-Separable Groups; Groups with the Minimum Condition on Centralizers; Completely Sylow Integrated Groups; Metabelian Groups with Min-n. Part 5 Sylow Bases in Locally Finite Groups: Sylow Bases in U-Groups; Sylow Bases in Groups with min-p for all p; co-Hopfian Groups. (Part contents).