Prof.Dr. KORKMAZ MUSTAFA
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Publications ::
Research ::
Membership & Awards ::
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Url :
http://www.math.metu.edu.tr/~korkmaz
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+90312210 5350
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Education
B.Sc., INONU, Mathematics
M.Sc., Michigan State University, Mathematics
Ph.D., Michigan State University, Mathematics
Publications (INTERNATIONAL)
Journal Papers
A.1
Mustafa Korkmaz, First homology group of mapping class groups of nonorientable surfaces.
"Mathematical Proceedings of Cambridge Philosophhical Society "
, 123 , (1998), p.487-499 .
A.2
Mustafa Korkmaz, Automorphisms of complexes of curves on punctured sphere and on punctured tori.
"Topology and its Applications"
, 95, (1999), p.85-111.
A.3
Mustafa Korkmaz, John D. McCarthy, Surface mapping class groups are ultrahopfian.
"Mathematical Proceedings of Cambridge Philosophical Society"
, 129, (2000), p.35-53.
A.4
Mustafa Korkmaz, The second homology groups of mapping class groups of orientable surfaces.
"Math. Proc. Camb. Phil. Soc."
, , (2001), p..
A.5
Mustafa Korkmaz, Noncomplex smooth 4-manifolds with Lefschetz fibrations.
"International Mathematics Research Notices "
, 2001, (2001), p.115-128.
A.6
Mustafa Korkmaz, Mapping class groups of nonrýentable surfaces.
"Geometriae Dedicata"
, , (2001), p..
A.7
Mustafa Korkmaz, Commutators, Lefschetz fibrations and signatures of surface bundles.
"Topology"
, , (2001), p..
A.8
Mustafa Korkmaz, Burak Ozbagci, Minimal number of singular fibers in a Lefschetz fibration.
"Proceeding of American Mathematical Society"
, 129, (2001), p.1545-1549.
A.9
Mustafa Korkmaz, On endomorphisms of surface mapping class groups.
"Topology"
, 40, (2001), p.463-467.
A.10
H. Endo, M. Korkmaz, D. Kotschick , B. Ozbagci , A. Stipsicz, Commutators, Lefschetz fibrations and signatures of surface bundles.
"Topology"
, 41, (2002), p.961-977.
A.11
Mustafa Korkmaz, Mapping class groups of nonorientable surfaces.
"Geometriae Dedicata"
, 89, (2002), p.109-133.
A.12
Korkmaz,M., Structure of the mapping class group and symplectic representation theory.
"Mathmatical Reviews"
, 2003h, (2003), p.57025.
A.13
KORKMAZ MUSTAFA, Review of" The Jones representation of genus 2 at the 4th root of unity and the Torelli group".
"Zentralblatt Math"
, , (2003), p.57008.
A.14
KORKMAZ MUSTAFA, Review of "On the group-homological description of the second Johnson homomorphism".
"Zentralblatt Math"
, 1022, (2003), p.57011.
A.15
KORKMAZ MUSTAFA, Review of " Bounded cohomology of subgroups of mapping class groups".
"Zentralblatt Math"
, 1021, (2003), p.57001.
A.16
KORKMAZ MUSTAFA, Review of" symmetry groups of four-manifolds".
"Zentralblatt Math"
, 1022, (2003), p.57009.
A.17
KORKMAZ MUSTAFA, Review of "Bounded cohomology and non-uniform perfection of mapping class groups".
"Zentralblatt Math"
, 987, (2003), p.57004.
A.18
KORKMAZ MUSTAFA, Review of" Orderings of mapping class groups after Thurston".
"Zentralblatt Math"
, 1023, (2003), p.57013.
A.19
Korkmaz,M., A lantern lemma.
"Mathematical Reviews "
, 2003m, (2003), p.57002.
A.20
Mustafa Korkmaz, Andras Stipsicz, The second homology groups of mapping class groups of orientable surfaces.
"Mathematical Proceedings of Cambridge Philosophical Society"
, 134, (2003), p.479--489.
A.21
Korkmaz,M., The Jones Representationof genus 2 at the 4th root of unity and the Torelli Group.
"Mathematical Reviews "
, 2003e, (2003), p.57033.
A.22
Mustafa Korkmaz, Stable commutator length of a Dehn twist.
"Michigan Mathematical Journal"
, 52, (2004), p.23-31.
A.23
Mustafa Korkmaz, Review of "Quantum $\rm SU(2)$ faithfully detects mapping class groups modulo center. Geom. Topol. 6 (2002), 523--539, by Michael H. Freedman, Kevin Walker, Zhenghan Wang" .
"Mathematical Reviews"
, 2004a, (2004), p..
A.24
Mustafa Korkmaz, Review of "Relative bounded cohomology. Topology Appl. 131, No.3, 203-234, by Hee Sook Park.".
"Zentralblatt"
, , (2004), p..
A.25
Mustafa Korkmaz, Review of "Every mapping class group is generated by 6 involutions. J. Algebra 278, No.1, 187-198 (2004), by Tara Brendle, Benson Farb".
"Zentralblatt"
, , (2004), p..
A.26
Mustafa Korkmaz, Review of "Nilpotency and triviality of mod $p$ Morita-Mumford classes of mapping class groups of surfaces. Nagoya Math. J. 165, 1-22 (2002), by Akita Toshiyuki.".
"Zentralblatt"
, , (2004), p..
A.27
William Harvey, Mustafa Korkmaz, Homomorphisms from mapping class groups.
"Bulletin of London Mathematical Socety "
, 37, (2005), p.275--284.
A.28
Mustafa Korkmaz, On stable torsion length of a Dehn twist.
"Mathematical Research Letters"
, 12, (2005), p.335--339.
A.29
Mustafa Korkmaz, Generating the surface mapping class group by two elements.
"Transections of American Mathematical Society"
, 357, (2005), p.3299—3310.
A.30
Mustafa Korkmaz, Elmas Irmak, Automorphisms of the Hatcher-Thurston complex.
"Israel Journal of Mathematics"
, 162, (2007), p.183-196.
A.31
Mustafa Korkmaz, Burak Özbaðcý, On sections of elliptic fibrations.
"Michigan Mathematical Journal"
, 56, (2008), p.77--87.
Conference Papers
A.1
Mustafa Korkmaz, Sections of the eliiptic fibration.
"Oberwolfach Reports"
, , (2006), p..
Book and Chapter in a Book
A.1
Mustafa Korkmaz, Problems on homomorphisms of mapping class groups.
"Problems on Mapping Class Groups and Related Topics"
, 74, (2006), p.85-94.
Publications (NATIONAL)
Journal Papers
A.1
Mustafa korkmaz, On the linearity of certain mapping class groups.
"Turkish Journal of Mathematics"
, 24, (2000), s.367-371.
A.2
Mustafa Korkmaz, Low-dimensional homology groups of mapping class groups: a survey.
"Turkish Journal of Mathematics"
, 26, (2002), s.101-114.
A.3
Mustafa Korkmaz, On cofinite subgroups of mapping class groups.
"Turkish Journal of Mathematics"
, 27, (2003), s.115--123.
Conference Papers
A.1
Mustafa Korkmaz, Noncomplex smooth 4-manifolds with Lefschetz fibrations.
"Ulusal Matematik Sempozyumu"
, , (1999), s..
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