| Bildiri Adı | Yılı | Etkinlik Adı |
|---|---|---|
| ENERGY OF UNIT QUASI VECTOR FIELDS IN THE THREE DIMENSIONAL EUCLIDEAN SPACE | 2019 | 4TH INTERNATIONAL CONFERENCE ON COMPUTATIONAL MATHEMATICS AND ENGINEERING SCIENCES |
| A NEW APPROACH TO NORMAL BIMAGNETICCURVES IN TERMS OF INEXTENSIBLE FLOWS INSPACE | 2019 | 4TH INTERNATIONAL CONFERENCE ON COMPUTATIONAL MATHEMATICS AND ENGINEERING SCIENCES |
| INEXTENSIBLE FLOWS OF W-DIRECTION CURVESIN EUCLIDEAN 3-SPACE | 2019 | 4TH INTERNATIONAL CONFERENCE ON COMPUTATIONAL MATHEMATICS AND ENGINEERING SCIENCES |
| THE FOCAL CURVE ACCORDING TOMODIFIED FRAME IN MINKOWSKI 3-SPACE | 2019 | 4TH INTERNATIONAL CONFERENCE ON COMPUTATIONAL MATHEMATICS AND ENGINEERING SCIENCES |
| ON THE DIFFERENTIAL GEOMETRY OF A SPACELIKE PARTICLE IN AHOMOGENEOUS ELECTROMAGNETIC FIELD IN DE-SITTER SPACE | 2019 | INTERNATIONAL NATURAL SCIENCE, ENGINEERING AND MATERIAL TECHNOLOGIES CONFERENCE |
| NORMAL FORCE MAGNETIC CURVES IN 3D RIEMANNIAN MANIFOLDS | 2019 | INTERNATIONAL NATURAL SCIENCE, ENGINEERING AND MATERIAL TECHNOLOGIES CONFERENCE |
| TIMELIKE SPHERICAL MAGNETIC CURVES IN THE DE-SITTER SPACE S_12 | 2019 | INTERNATIONAL NATURAL SCIENCE, ENGINEERING AND MATERIAL TECHNOLOGIES CONFERENCE |
| INEXTENSIBLE FLOWS OF TIMELIKE CURVES WITH PARALLELTRANSPORT FRAME IN MINKOWSKI SPACE-TIME | 2019 | INTERNATIONAL NATURAL SCIENCE, ENGINEERING AND MATERIAL TECHNOLOGIES CONFERENCE |
| INEXTENSIBLE FLOWS OF DUAL CURVES ACCORDING TO BISHOP FRAMEIN DUAL EUCLIDEAN SPACE | 2019 | INTERNATIONAL NATURAL SCIENCE, ENGINEERING AND MATERIAL TECHNOLOGIES CONFERENCE |
| CONSTRUCTION OF B-FOCAL CURVES IN MINKOWSKI SPACE | 2019 | INTERNATIONAL NATURAL SCIENCE, ENGINEERING AND MATERIAL TECHNOLOGIES CONFERENCE |
| MODIFIED ROLLER COASTER SURFACE IN MINKOWSKI SPACE | 2019 | FOURTH INTERNATIONAL CONFERENCE ON COMPUTATIONAL MATHEMATICS AND ENGINEERING SCIENCES (CMES-2019) |
| A NEW CHARACTERIZATION OF SMARANDACHE TNB CURVES OF HELICES IN THE SOL SPACE SOL | 2019 | INTERNATIONAL NATURAL SCIENCE, ENGINEERING AND MATERIALS TECHNOLOGY CONFERENCE |
| TIMELIKE DYNAMICAL MAGNETIC CURVES ON 3D SEMI-RIEMANNIAN MANIFOLDS | 2018 | INTERNATIONAL CONFERENCE ON MATHEMATICS“AN ISTANBUL MEETING FOR WORLD MATHEMATICIANS”MINISYMPOSIUM ON APPROXIMATION THEORY MINISYMPOSIUM ON MATH EDUCATION |
| TIMELIKE DYNAMICAL MAGNETIC CURVES ON 3D SEMI-RIEMANNIAN MANIFOLDS | 2018 | INTERNATIONAL CONFERENCE ON MATHEMATICS ”AN ISTANBUL MEETING FOR WORLD MATHEMATICIANS” MINISYMPOSIUM ON APPROXIMATIONTHEORYMINISYMPOSIUM ON MATH EDUCATION |
| TIMELIKE DYNAMICAL MAGNETIC CURVES ON 3D SEMI-RIEMANNIAN MANIFOLDS | 2018 | INTERNATIONAL CONFERENCE ON MATHEMATICS ”AN ISTANBUL MEETING FOR WORLD MATHEMATICIANS” |
| Bildiri Adı | Yılı | Etkinlik Adı |
|---|---|---|
| MAGNETIC CURVES ACCORDING TO THE MODIFIED ORTHOGONAL FRAME WITH CURVATURE AND TORSION IN EUCLIDEAN 3-SPACE | 2017 | 15TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| INEXTENSIBLE FLOWS OF SPACELIKE CURVES IN DE SITTER 3-SPACE | 2014 | 3RD INTERNATIONAL EURASIAN CONFERENCE ON MATHEMATICAL SCIENCES AND APPLICATIONS |
| ON INEXTENSIBLE FLOW WITH SCHRODINGER FLOW | 2018 | INTERNATIONAL CONFERENCE ON PURE AND APPLIED MATHEMATICS |
| FRENET APPARATUS OF THE QUATERNIONIC CURVES IN EUCLIDEANSPACE | 2016 | INTERNATIONAL CONFERENCE ON MATHEMATICS AND MATHEMATICS EDUCATION |
| A NEW METHOD FOR DESIGNING A DEVELOPABLE SURFACE USING MODIFIED ORTHOGONAL FRAME | 2017 | INTERNATIONAL CONFERENCE ON MATHEMATICS AND MATHEMATICS EDUCATION |
| ON FERMI-WALKER DERIVATIVE WITH RIBBON FRAME | 2017 | 15TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| A NEW METHOD FOR DESIGNING A DEVELOPABLE SURFACE USING BISHOP FRAME IN MINKOWSKI 3-SPACE | 2017 | 15TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| ON SOME SURFACES BY RIBBON FRAME | 2018 | 16TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| ON FERMI-WALKER DERIVATIVE WITH MODIFIED FRAME | 2018 | 16TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| ON CHARACTERIZATION OF INEXTENSIBLE FLOWS WITH MODIFIED ORTHOGONAL FRAME | 2018 | 16TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| A NEW APPROACH FOR INEXTENSIBLE FLOWS WITH MODIFIED KDV FLOW | 2018 | 16TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| NEW REPRESENTATION OF THE SURFACE PENCIL ACCORDINGTO THE MODIFIED ORTHOGONAL FRAME WITH CURVATURE INEUCLIDEAN 3-SPACE | 2017 | 15TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| A NEW APPROACH TO ROLLER COASTER SURFACE WITH BISHOP FRAME | 2017 | 15TH INTERNATIONAL GEOMETRY SYMPOSIUM |
| ON THE EXPONENTIAL TRANSFORMATIONS IN ROBOTIC MOTIONS | 2017 | INTERNATIONAL CONFERENCE ON MATHEMATICS AND MATHEMATICS EDUCATION (ICMME-2017) |
| ON THE ENERGY OF ELASTICA WITH THE HELP OF NULL CURVES IN MINKOWSKI SPACE | 2017 | INTERNATIONAL CONFERENCE ON MATHEMATICS AND MATHEMATICS EDUCATION |
| GENERATING ONE PARAMETER FAMILY OF SURFACES IN TERMS OF INEXTENSIBLE FLOWS IN DE SITTER 3-SPACE | 2017 | INTERNATIONAL CONFERENCE ON MATHEMATICS AND ENGINEERING |
| A NEW APPROACH TO ROLLER COASTER SURFACE WITH RIBBON FRAME | 2017 | INTERNATIONAL CONFERENCE ON MATHEMATICS AND ENGINEERING |
| NEW CONSTRUCTION OF NORMAL FERMI-WALKERDERIVATIVE BY RIBBON FRAME | 2017 | CAUCASIAN MATHEMATICS CONFERENCE, CMC II |
| DYNAMICS IN THE BISHOP FRAME | 2017 | CAUCASIAN MATHEMATICS CONFERENCE, CMC II |
| Bildiri Adı | Yılı | Etkinlik Adı |
|---|---|---|
| BISHOP ÇATISINA GÖRE BAZI YÜZEYLERIN KARAKTERIZASYONU | 2014 | 13. MATEMATIK SEMPOZYUMU |
| ON ELASTIC CURVES IN DE SITTER SPACE | 2015 | 13. GEOMETRI SEMPOZYUMU |
| NEW CHARACTERIZATIONS OF WEINGARTEN PENCIL SURFACES IN E3 | 2014 | XII. GEOMETRI SEMPOZYUMU |
| NEW PARAMETRIC REPRESENTATION OF D-PENCIL SURFACE BY USING DARBOUX FRAME | 2014 | XII. GEOMETRI SEMPOZYUMU |