Analitik Geometri
| Yazar | : Bülent Karakaş, Şenay Baydaş |  |
| ISBN | : 9789944341790 | |
| Baskı | : 1. Baskı | |
| Baskı Yılı | : 2008 | |
| Kapak | : Karton Kapak | |
| Kitap Dili | : Türkçe | |
| Basım Yeri | : Ankara |
Kitabı incele
Sayılar Teorisi
Sayılar Teorisi
An action of a regular curve on R3 and Matlab applications
Bulent Karakas and Senay Baydas , An action of a regular curve on R3 and Matlab applications, Journal of Informatics and Mathematical Sciences, 2013, 5(3), 133-141
Modelling of the 3R Motion at Non-Parallel Planes
Senay Baydas, Bulent Karakas, Modelling of the 3R Motion at Non-Parallel Planes, Journal of Informatics of Mathematical Sciences, 4(1), 85-92, 2012
Modeling Boomerang Motion in Euclidean Plane
Senay Baydas, Bulent Karakas and M. Nuri Almali, Modeling Boomerang Motion in Euclidean Plane, Applied Mathematical Sciences, 6 (2012), no. 81-84, 4067–4074
Matlab Applications for Cone Surfaces of 1-parameter Motions
Senay Baydas, Bulent Karakas, Matlab Applications for Cone Surfaces of 1-parameter Motions, International Mathematical Forum, 7(38), 2012, 1885-1893
Transitions Among SO(3)/~, S2+/~ and Q0/~
Senay Baydas, Bulent Karakas, Transitions Among SO(3)/~, S2+/~ and Q0/~, International Mathematical Forum, 7(38), 1895-1904, 2012
n-Fold Product and Deformation Mapping on Rn and Matlab Applications
Bulent Karakas and Senay Baydas, n-Fold Product and Deformation Mapping on Rn and Matlab Applications, Adv. Theor. Appl. Mech.,Vol.5, 2012, no.4, 191-198
A Group Structure on S2+/~
Senay Baydas, Bulent Karakas, A Group Structure on S2+/~, Groups, Algebras and Geometries, 28 (2011), no. 2, 225–232
On boundedness of solutions to nonlinear vector differential equations of third-order
Tunc¸C., Karakas, B., On boundedness of solutions to nonlinear vector differential equations of third-order, Nonlinear Studies, 18( 1), 1-13, 2011 CSP - Cambridge, UK; I&S - Florida, USA, 2011
Relation Between Press Intensity And Angular Velocity At A RPPP Mechanism
Baydaş, Ş., Karakas, B., 2011. Relation Between Press Intensity And Angular Velocity At A RPPP Mechanism, Mathematical Problems in Engineering 2011, DOI:10.1155/2011/638565
Kinematics of 2x3R Robotics Modelling: Climbing The Stairs Form
Baydaş, Ş., Karakaş, B., 2010. Kinematics of 2x3R Robotics Modelling: Climbing The Stairs Form, Hadronic Journal, 33(3), 303-320
Kinematical Models Of The Lock Motions
Saraçoğlu, S., Karakaş, B., 2010. Kinematical Models Of The Lock Motions, Commun. Faculty of Sciences University of Ankara, Series A1 59(1), Ankara
Anadolu Kültüründe Kilit
Saraçoğlu, S., Karakaş, B., 2008. Anadolu Kültüründe Kilit, (Doğu ve Güneydoğu Anadolu Örnekleri) Osmanlı Bilimi Araştırmaları Dergisi, Cilt 9, sayı 1-2
Screw Motion With Pendulium
Saraçoğlu, S., Karakaş, B., 2010. Screw Motion With Pendulium, Hadronic Journal, 33(3), 237-248, 2010
Anket Yöntemiyle Liderlik Kıstaslarının Belirlenmesi
Karakaş, B., Evirgen, S., 2008. AYLİYÖNTEM Anket Yöntemiyle Liderlik Kıstaslarının Belirlenmesi, Memleket Mevzuat Dergisi, Mayıs 2008, Ankara
Mathematical Modelling Of Mechanical Combination Lock Systems
Saraçoğlu, S., Karakaş, B., Mathematical Modelling Of Mechanical Combination Lock Systems, International Mathematical Forum, 3(7), 312 330, 2008
Conics, Quadrics and Hyperquadrics
Karakaş, B., Gündoğan, H., Conics, Quadrics and Hyperquadrics, Hadronic Journal , 29(3), 319-326, USA, 2006
Quaternion Forms of The Motions Defined As 2x3R Robotics Modelling
Baydaş, Ş., Karakaş, B., Quaternion Forms of The Motions Defined As 2x3R Robotics Modelling, Math Track, 2, 65-83, ISSN:1817-3462 (print), 1818-5495 (online) , 2006
Kinematics of 2x3R Robotics Modelling: Walking Form, Advances in Applied Mathematical Analysis (AAMA)
Baydaş, Ş., Karakaş, B., Kinematics of 2x3R Robotics Modelling: Walking Form, Advances in Applied Mathematical Analysis (AAMA), 2 , ISSNN 0973-5313, 2006
A Relation Among DS2 , TS2 and Non-Cylindirical Ruled Surface
Karakaş, B., Gündoğan, H., A Relation Among DS2 , TS2 and Non-Cylindirical Ruled Surface, Mathematical Communications, 8, No.1, 9-14 Croatian Mathematical Society-Division Osijek, 2003
The Action of Dual Lie Group ID* on The Dual Manifold and Translation
Gundogan, H., Karakas, B., The Action of Dual Lie Group ID* on The Dual Manifold and Translation , Journal of Sci. And Art of Gazi Univ. 2(2), 69-81, Ankara.
Lorentzian Circle as a Lie Group and Coo Action on Lorentz Spaces of Two Dimensio
Gundogan, H., Karakas, B., Lorentzian Circle as a Lie Group and Coo Action on Lorentz Spaces of Two Dimension, Commun. Fac.Sci Univ. Ank. Series A1, 48, 73-78, 1999, Ankara
R31 3-Minkowski 3-uzayının Space Like Bölgesi (IR31)s deki Noktaların Yörüngeleri
Karakas, B., Ugurlu, H.H., IR31 3-Minkowski 3-uzayının Space Like Bölgesi (IR31)s deki Noktaların Yörüngeleri, YYÜ Fen Edebiyat Fakültesi Fen Bilimleri Dergisi ISSN: 1018-3701 Sayı:3, 1992, Van
The C∞ Actions of the Lie Group in the Minkowski 3-Space
Karakas, B., Ugurlu, H. H., The C∞ Actions of the Lie Group in the Minkowski 3-Space , Journal of Science and Technology of Gazi University, 5, 62-72 (1992)
Generalization Cross Product in IR6 and IRm , m=n(n-1)/2
Karakas, B., Gundogan, H., Generalization Cross Product in IR6 and IRm , m=n(n-1)/2, Commun Fac.Sci Univ.Ank.Series A1 V.39, pp.15-20, 1990, Ankara
A Generalization of Darboux Vector As a Homomorphism of Rn
Özdamar, E., Karakaş, B., A Generalization of Darboux Vector As a Homomorphism of Rn, Gazi Ü. Fen Edeb. Fak Dergisi, C:1,S:1, Mayıs 1984, Ankara
Meusniers Sphere of Saddle Surface in Game
We de ne a strategies sphere for the a continuous games inspired by MMeusniers theorem. For this, we use Meusnier sphere of a regular surface, an equilibrium point of a saddle surface and di¤erential game theory.
Defining a curve as a Bezier Curve..
Defining a curve as a Bezier Curve..