Real-analytic diffeomorphisms of the circle and mapping class groups

Yüce, İlker Savaş


Real algebraic principal abelian fibrations
Ozan, Yıldıray (American Mathematical Society, 1995)
If M is a closed smooth manifold, it is well known that M is diffeomorphic to a nonsingular real algebraic set. Let G be a finite group and let X→πY be a principal G-fibration where X and Y are closed smooth manifolds. By the first sentence, we can assume Y is a nonsingular real algebraic set. Question: Is X→πY differentiably equivalent to an algebraic principal G-fibration X~→π~Y (X~, π~ and the action of G on X~ all algebraic)? The author defines an "algebraic cohomology group'' H1A(Y,G) in the case G=(Z/...
Real-time correlation of even and odd parts of simple ans complex Fourier series full and modified reflections.
Sinanoğlu, Aysun; Department of Physics (1985)
Regular Direct Limits of symmetric groups
Kuzucuoğlu, Mahmut (2018-03-19)
Complex conjugation equivariant topology of complex surfaces
Finashin, Sergey (1997-12-01)
Homogeneous monomial groups and centralizers
Kuzucuoğlu, Mahmut; Sushchanskyy, Vitaly I. (2018-01-01)
The construction of homogeneous monomial groups are given and their basic properties are studied. The structure of a centralizer of an element is completely described and the problem of conjugacy of two elements is resolved. Moreover, the classification of homogeneous monomial groups are determined by using the lattice of Steinitz numbers, namely, we prove the following: Let and be two Steinitz numbers. The homogeneous monomial groups sigma(H) and sigma(G) are isomorphic if and only if = and HG provided tha...
Citation Formats
İ. S. Yüce, “Real-analytic diffeomorphisms of the circle and mapping class groups,” Middle East Technical University, 2000.