CURRICULUM VITAE 1. Full Name : Cennet ESKAL 2. Date of Birth
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CURRICULUM VITAE 1. Full Name : Cennet ESKAL 2. Date of Birth
CURRICULUM VITAE 1. Full Name : Cennet ESKAL 2. Date of Birth : March, 05, 1980 3. Academic Degree : Assistant Professor 4. Education Degree Undergraduate Master Doctorate Field Mathematics Mathematics Mathematics University Çukurova University Çukurova University Çukurova University Year 2001 2006 2011 5. Employment History Teacher Republic of Turkey Ministry of National Education 2001-2009 Lecturer Düziçi Vocational School Osmaniye Korkut Ata University 2009-2009 Lecturer Mathematics Department Osmaniye Korkut Ata University 2009-2012 Assist. Prof. Dr. Mathematics Department Osmaniye Korkut Ata University 2012- 6. Publications Eskal, C., Ekici, N., Test Elements of Direct Sums and Free Products of Free Lie Algebras, Proceedings Mathematical Sciences, In press. Eskal, C., Temizyürek, A., Automorphic Equivalence For Free Lie Algebras of Rank Two, Journal of Mathematical Sciences, 22 (2), 2011, 189-193. Eskal, C., Temizyürek, A., Inner-Auto-Equivalence for Free Nilpotent Lie Algebras of Rank Two, Çukurova University Journal of Science And Engineering, 27 (1) 2012, 40-49. Eskal, C., Temizyürek, A., Automorphisms and Test Elements of Lie Algebras, Çukurova University Journal of Science And Engineering, 17 (5) 2008, 57-65. 7. Conference Proceeding Eskal, C., Ekici, N., Primitive Sets of Fn/R Lie Algebras, Second International Eurasian Conference on Mathematical Sciences and Applications, Sarajevo, Bosnia and Herzegovina, 26 - 29 August, 2013. Eskal, C., Temizyürek, A., Inner-Auto-Equivalence for Free Metabelian Lie Algebras of Rank Two, Third International Eurasian Conference on Mathematical Sciences and Applications, Vienna, Austria, 25 - 28 August, 2014. 8. Memberships Turkish Mathematical Society 9. Courses Undergraduate GMB 105 Mathematics I MMB 101 Mathematics I YBS 103 Mathematics I GMB 201 Engineering Mathematics I GMB 106 Mathematics II MMB 102 Mathematics II YBS 110 Mathematics II MMB 202 Engineering Mathematics II MAT 527 MAT 521 MAT 504 MAT 530 Graduate Graph Theory Lie Algebras I Module Theory Special Topics in Lie Algebras
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4. Visiting Research Fellow: School of Mathematics, Harish-Chandra Research Institute of
Mathematics and Theoretical Physics, Chhatnag Road, Jhusi, Allahabad 211019, India
(Ağustos-Ekim 1996).
5. V...
H - Gazi University Journal of Science
= ... for H ≤ L ≤ G , where n is a
natural number. The derived series of a Baer group
terminates after a finite number of steps.
Proof: It suffices to prove that hypoabelian groups in ℘
are soluble...
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