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Assoc.Prof.Dr. EBRU SOLAK
FACULTY OF ARTS AND SCIENCES
PublicationsResearchMembership & Awards
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Phone :  +90312210 2970
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Education

  Bachelor's, Middle East Technical University, Mathematics
  Master's, University of Göttingen, Mathematics
  Doctorate, University of Würzburg, Mathematics

Publications (INTERNATIONAL)

Journal Papers

  A.1 Otto Mutzbauer, Ebru Solak, (1,2)-Groups with p^3-regulator quotient. "Journal of Algebra", 320, (2008), p.3821-3831.
  A.2 D.Arnold, A.Mader, O.Mutzbauer, E.Solak, Almost Completely decomposable groups and unbounded representation type. "Journal of Algebra", 349, (2012), p.50-62.
  A.3 Arnold, D. M., Mader, A., Mutzbauer, O., Solak, E, Indecomposable (1,3)-Groups and a Matrix Problem.. "Czechoslovak Mathematical Journal", 63, (2013), p.307-355.
  A.4 D. Arnold, A. Mader, O. Mutzbauer, E. Solak, Representations of posets and indecomposable torsion-free abelian groups. "Communications in Algebra", 42, (2014), p.1-15.
  A.5 D. Arnold, A. Mader, O. Mutzbauer, E. Solak, The class of (1,3)-groups with homocyclic regulator quotient of exponent p^4 has bounded representation type. "Journal of Algebra", 400, (2014), p.43-55.
  A.6 D.M.Ardold, Adolf Mader, Otto Mutzbauer, Ebru Solak, (1,4)-Groups with homocyclic regulator quotient of exponent p^3. "Colloquium Mathematicum", 138, (2015), p.131-144.
  A.7 D.M.Ardold, Adolf Mader, Otto Mutzbauer, Ebru Solak, The class of (2,2)-groups with homocyclic regulator quotient of exponent p^3 has bounded representation type. "Journal of the Australian Mathematical Society", 99, (2015), p.12-29.
  A.8 Arnold David,Mader Adolf,Mutzbauer Otto,SOLAK EBRU, Representations of finite posets over the ring of integers modulo a prime power. "Journal of Commutative Algebra", 8, (2016), p.461-491.
  A.9 SOLAK EBRU, Classification of a class of torsion free abelian groups. "Rendiconti del Seminario Matematico della Università di Padova", 135, (2016), p.111-131.
  A.10 Arnold David, Mader Adolf, Mutzbauer Otto, Solak Ebru, THE CLASS OF (1,3)-GROUPS WITH A HOMOCYCLIC REGULATOR QUOTIENT OF EXPONENT p^5 IS OF FINITE REPRESENTATION TYPE. "BULLETIN OF THE HELLENIC MATHEMATICAL SOCIETY", 61, (2017), p.55-72.
 

Conference Papers

  A.1 Ebru Solak, Indecomposable (1,3)-Groups, Mülheim an der Ruhr. "Groups and Model Theory", (2011).
  A.2 O.Mutzbauer, E.Solak, (1,2)-groups for a regulator quotient of exponent p^4. "Contemporary Mathematics", 576, (2012), p.269-285.
  A.3 SOLAK EBRU (invited speaker), Classication of special classes of almost completely decomposable groups of finite rank. "New Pathways between Group Theory and Model Theory", (2016), p.31.

Book and Chapter in a Book

  A.1 Rezaei,R., Niroomand P.,Russo F., Caruso I., Jafari H.,Solak E., Wedderburn's Structure Theorem. "Miscellaneous Topics of Group Theory Mashhad-Naples , 2005-2008", 1, (2008), p.81-114.
  A.2 Arnold David, Mader Adolf, Mutzbauer Otto, Solak Ebru, A Remark -Krull -Schmidt Class of Torsion Free Abelian Groups. "Groups,Modules, and Model Theory-Surveys and Recent Developments", (2017), p.41-69.
  A.3 Ebru Solak, The Class of (2,3)-Groups with Homocyclic Regulator Quotient of Exponent p^2. "Groups,Modules, and Model Theory-Surveys and Recent Developments", (2017), p.435-449.

Publications (NATIONAL)

 

Conference Papers

  A.1 Ebru Solak, Decomposability of a class of almost completely decomposable groups. "12.Antalya Algebra Days", (2009).
  A.2 Ebru Solak, (1,2)-Groups for a regulator quotient of exponent p^4. "The International Conference on Algebra in Honour of Patrick Smith and John Clark's 70th Birthday", (2013).
  A.3 D. Arnold, A. Mader, O. Mutzbauer, E. Solak, Representations of posets and decompositions of rigid almost completely decomposable groups. "Palestine Journal of Mathematics", 3, (2014), s. 320-341.
  A.4 Ebru Solak, Decomposability of a class of almost completely decomposable groups. "3.Cemal Koç Cebir Günleri Gebze", (2015).
  A.5 Ebru Solak, Tipi (1,3) olan hemen hemen ayrışan gruplar. "10.Ankara Matematik Günleri", (2015).
  A.6 Ebru Solak, Tipi (1,3) olan hemen hemen ayrışan gruplar. "28.Ulusal Matematik Sempozyumu", (2015).
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