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Uğur Dursun
AMF-232 +90 (216) 528 70 85 ugur.dursun@isikun.edu.tr
CV Türkçe İngilizce

Prof. Dr. Uğur Dursun

Mühendislik ve Doğa Bilimleri Fakültesi

Matematik Öğretim Üyesi

Tam Zamanlı

Eğitim

1993-1997, Doktora

University Of Leeds,

1988-1990, Yüksek Lisans

İstanbul Teknik Üniversitesi, Fen-edebiyat Fakültesi/ Matematik Bölümü/ Matematik Mühendisliği Anabilim Dalı

1982-1986, Lisans

İstanbul Teknik Üniversitesi, Fen-edebiyat Fakültesi/ Matematik Bölümü/ Matematik Mühendisliği Pr.

Çalışma Alanları

Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri

Akademik Makaleler

Slant curves in the Lorentzian warped product manifold $$-I \\times _{f} {\\mathbb {E}}^2$$

SURFACES WITH CONSTANT GAUSSIAN AND MEAN CURVATURES N THE ANTI-DE SITTER SPACE H^3_1

Graph Surfaces Invariant by Parabolic screw Motions with Constant Curvature in $ \: \mathbb H^2 \times \mathbb R$

On Submanifolds with 2-Type Pseudo-Hyperbolic Gauss Map in Pseudo-Hyperbolic Space

Classification of surfaces in a pseudo-sphere with 2-type pseudo-spherical Gauss map

Pseudo-Spherical Submanifolds with 1-Type Pseudo-Spherical Gauss Map

Constant Angle Surfaces in the Lorentzian Warped Product Manifold

Minimal rotational surfaces in the product space Q^2_ε× S^1

On Submanifolds of Pseudo-Hyperbolic Space with 1-TypePseudo-Hyperbolic Gauss Map

Classification of minimal Lorentzian surfaces in S4_2(1) with constant Gaussian and normal curvatures

On Pseudo-Umbilical Rotational Surfaces with Pointwise 1-type Gauss Map in \mathbb{E}4_2

Minimal and Pseudo Umbilical Rotational Surfaces in Euclidean Space mathbb E 4

Spacelike Rotational Surfaces of Elliptic Hyperbolic and Parabolic Types in Minkowski Space E 1 4 E 4 1 with Pointwise 1 Type Gauss Map

Timelike rotational surfaces of elliptic hyperbolic and parabolic types in Minkowski space E41 with pointwise 1 type Gauss map

ON SPACELIKE ROTATIONAL SURFACES WITH POINTWISE 1 TYPE GAUSS MAP

Hyperbolic submanifolds with finite type hyperbolic Gauss map

Null 2 type submanifolds of the Euclidean space E5 with non papallel mean curvature vector

Time like Hypersurfaces of 4 Dimensional Lorentzian Space Forms with Zero Mean Curvature

On null 2 type submanifolds of the pseudo Euclideanspace E 5 t

Maximal Hypersurfaces of m 2 Dimensional Lorentzian Space Forms

On null 2 type submanifolds of Euclidean spaces

Minimal and pseudo umbilical rotational surfaces in Euclidean space E4

On Product k Chen Submanifolds

On space like surfaces in Minkowski 4 space with pointwise 1 type Gauss map of the second kind

On Chen immersions into Lorentzian space forms with nonflat normal space

Flat surfaces in the Minkowski space E 1 3 with pointwise 1 type Gauss map

General rotational surfaces in Euclidean space E 4 with pointwise 1 typeGauss map

Flat Surfaces in the Euclidean Space E 3 with Pointwise 1 Type Gauss Map

Null 2 type space like submanifolds of E t 5 with normalized parallelmean curvature vector

SURFACES IN THE EUCLIDEAN SPACE E 4 WITH POINTWISE 1 TYPE GAUSS MAP

Hypersurfaces with pointwise 1 type Gauss map in Lorentz Minkowski space

ROTATION HYPERSURFACES IN LORENTZ MINKOWSKI SPACE WITH CONSTANT MEANCURVATURE

Hypersurfaces with pointwise 1 type Gauss map

Bildiriler

Submanifolds in H_2(m-1)(-1) with Finite Type Pseudo-Hyperbolic Gauss Map

Projeler

Lisansüstü Tezlerini Destekleme Programı Projeleri

Üyelikler

Türk Matematik Derneği, Üye 1997

Dersler

Ders Adı Dönemler Dili
Calculus 3 2019-2024 İngilizce
Calculus 1 2018-2020, 2021-2024 İngilizce
Calculus 2 2018-2019, 2020-2021 İngilizce
Mathematics I 2013-2014, 2018-2019 İngilizce
Differential Geometry 2017-2018 İngilizce
Calculus II 2013-2014 İngilizce
Theory of Complex Functions 2013-2014 İngilizce
DİFFERENTİAL GEOMETRY 2013-2014 İngilizce

Yönetilen Tezler

Yıl Hazırlayan Ad Soyad Tez Adı Üniversite
2013 BURCU BEKTAŞ Sonlu tipten küresel gauss tasvirine sahip küresel alt manifoldlar İstanbul Teknik Üniversitesi
2012 BİLGER KURTUL Öklid uzaylarının sıfırlı 2-tipinden yüzeyleri İstanbul Teknik Üniversitesi
2012 EMEL COŞKUN 3-boyutlu Minkowski uzayının noktasal 1-tipinden Gauss tasvirine sahip yüzeyleri İstanbul Teknik Üniversitesi
2012 SELİN TAŞKENT Spherical finite type hypersurfaces İstanbul Teknik Üniversitesi
Yıl Hazırlayan Ad Soyad Tez Adı Üniversite
2017 BURCU BEKTAŞ Sonlu tipten alt manifoldlar ve Gauss tasvirleri İstanbul Teknik Üniversitesi
2016 RÜYA ŞEN Hiperbolik ve yarı-hiperbolik uzaylarda sonlu tipten genelleştirilmiş Gauss tasvirine sahip alt manifoldlar İstanbul Teknik Üniversitesi
2014 NURETTİN CENK TURGAY Euclid ve yarı-Euclid uzaylarının noktasal 1-tipinden Gauss tasvirine sahip alt manifoldları İstanbul Teknik Üniversitesi