Characteristic classes and algebraic homology of real algebraic varieties



Ideal theory in f-algebras and the order bidual of lattice ordered algebras.
Ercan, Zafer; Department of Mathematics (1990)
Algebraic structures of finite morley rank
Berkman, Ayşe A; Koç, Cemal; Thomas, Simon; Department of Mathematics (1995)
Spectral theory of composition operators on hardy spaces of the unit disc and of the upper half-plane
Gül, Uğur; Alpay, Şafak; Department of Mathematics (2007)
In this thesis we study the essential spectrum of composition operators on the Hardy space of the unit disc and of the upper half-plane. Our starting point is the spectral analysis of the composition operators induced by translations of the upper half-plane. We completely characterize the essential spectrum of a class of composition operators that are induced by perturbations of translations.
Projective resolutions of globally defined Mackey functors in characteristic zero
Coskun, Olcay; Pamuk, Semra (Springer Science and Business Media LLC, 2011-01-01)
The aim of this paper is to present a general method to construct projective resolutions of globally defined Mackey functors over a field of characteristic zero and apply it to obtain explicit resolutions for inflation functors. Our method is a special case of Bouc's method in (Proc. Symp. Pure Math. 63 (1998), 31-84) and uses global Mackey functors to construct the projective resolutions.
Universal groups of intermediate growth and their invariant random subgroups
Benli, Mustafa Gökhan; Nagnibeda, Tatiana (2015-07-01)
We exhibit examples of groups of intermediate growth with ergodic continuous invariant random subgroups. The examples are the universal groups associated with a family of groups of intermediate growth.
Citation Formats
Y. Ozan, “Characteristic classes and algebraic homology of real algebraic varieties,” 1998, p. 81, Accessed: 00, 2021. [Online]. Available: