Teaching and Learning - I never know on which side I am



Calculus has always been fun! Here we are exploring orientable and non-orientable surfaces.

  
It is fun outside class too!

Ali Sinan SERTÖZ

PhD Students

Sefa Feza ARSLAN (1999) Monomial curves and the Cohen-Macaulayness of their tangent planes.

Mesut ŞAHİN (2008) Complete intersection monomial curves and nondecreasing Hilbert functions

MSc Students

Sefa Feza ARSLAN (1994) On Arf rings.

Mesut ŞAHİN (2002) On the minimal number of elements generating an algebraic set.

Meltem ÖNAL (2002) On complete intersections and connectedness.

Ali YILDIZ (2003) Curves in projective space.

İnan Utku TÜRKMEN (2004) Cohomological dimension and cubic surfaces.

Caner KOCA (2005) Orbits in the anti-invariant sublattice of the K3 lattice.

Senior Project Students

 Fall 2011  Duygu SİLİ  Lamber W Function
 Fall 2011  Cihan Bilge KAYASANDIK  Bernoulli Numbers 
 Spring 2011  Ahmet KABAKULAK  Lines on surfaces
 Fall 2010  Ahmet KABAKULAK  Introduction to Arf rings
 Summer 2010  Ahmet KABAKULAK  Indefinite lattices; a matrix approach
 Fall 2009  Togay BAYRAM  Castelnuovo theorem
 Summer 2009  Hubeyb GÜRDOĞAN  Lattices-an elementary approach
 Spring 2009  Mehmet Emin AKTAŞ  Classical algebraic geometry
 Spring 2009  Toygar KERMAN  Hilbert's nullstellensatz
 Fall 2008  Mehmet Emin AKTAŞ  Some cases of the Eisenbud-Green-Harris conjecture
 Fall 2008  Merve GÖRGÜLÜ  Sparse squares of polynomials
 Summer 2008  Mehmet Emin AKTAŞ  Applications of Abel's theorem
 Summer 2008  Merve GÖRGÜLÜ  Applications of Riemann-Roch theorem
 Spring 2008  Ali Kemal UNCU  Classification Theorems for Integral Lattices
 Spring 2008  İsmail SAĞLAM  Some special cases of the Jacobian conjecture
 Summer 2006  Selim BAHADIR  Algebraic Plane Curves
 Spring 2006  Cenk AKAR  Puiseux expansions
 Spring 2006  Selim BAHADIR  Classification of indefinite integral lattices
 Fall 2005  Ömer Faruk ZORA  Multiplicative sequences
 Spring 2005  Yılmaz DEMİRCİ  The twenty seven lines on a cubic surface
 Spring 2005  Cenk AKAR  Resolution of curve singularities by blow-ups
 Fall 2004  Yılmaz DEMİRCİ  On field extensions
 Fall 2004   Cenk AKAR  The unmixedness theorem
 Spring 2004  Alper HAYTA  Linear representations of finite groups
 Spring 2004  Ali Şamil KAVRUK  Commutative algebra for algebraic geometry
 Fall 2003  Ali Şamil KAVRUK  Applications of Sylow theorems on classification
 Fall 2003  Çağan KORKMAZ  Effectiveness of Hilbert's nullstellensatz
 Spring 2003  Caner KOCA  De Rham cohomology and the geometry of algebraic varieties
 Fall 2002  Caner KOCA  Topology of algebraic verieties
 Summer 2002  Caner KOCA  On definite integral inner product spaces
 Spring 2002  İnan Utku TÜRKMEN  Complete intersections
 Fall 2001  İnan Utku TÜRKMEN  Construction of the integral closure of a finite integral domain
 Summer 2001  Caner KOCA  A classification theorem for symmetric indefinite unimodular lattices
 Spring 2001  Yasemin AKSEN  C-infinity functions and analyticity
 Spring 2001  Kemal SELVİ  Characterization of cyclic and Abelian groups
 Fall 2000  Serap CANSIZOĞLU  Schubert calculus
 Fall 2000  Yasemin AKSEN  Sharp bounds on Hilbert's nullstellensatz
 Spring 1999  Pelin PASİN  Hilbert polynomials
 Fall 1998  Pelin PASİN  Complete intersection curves in projective space
 Fall 1997  Hamza AYER  Classification of curves in projective space
 Summer 1997  Burhan BİNER  Algebraic curves
 Spring 1996  Orhun KARA  Projective closure of some algebraic sets
 Fall 1995  Orhun KARA  Rational Curves
 Spring 1995  Ali BIÇAK  Riemann-Hurwitz formula
 Fall 1994  Ali BIÇAK  Riemann-Roch theorem for curves

 

Teaching mathematics has a certain satisfaction in it in general:

 

And this is how I see it in particular: my teaching statement

 

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