Yazar "Sivridag, Ali Ihsan" seçeneğine göre listele

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    ALMOST ?-COSYMPLECTIC f-MANIFOLDS ENDOWED WITH A SEMI-SYMMETRIC NON-METRIC CONNECTION
    (Honam Mathematical Soc, 2020) Beyendi, Selahattin; Aktan, Nesip; Sivridag, Ali Ihsan
    In this paper, we introduce almost alpha-Cosymplectic f-manifolds endowed with a semi-symmetric non-metric connection and give some general results concerning the curvature of such connection. In particular, we study some curvature properties of an almost alpha-cosymplectic f-manifold equipped with semi-symmetric non-metric connection.
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    On a study of the quaternionic lorentzian curve
    (Journal of polytechnıc-polıteknık dergısı, 2018) Kardag, Muge; Sivridag, Ali Ihsan
    In this study, Serret-Frenet Formulas for a space-quaternionic curve were obtained by considering quaternions and pseudoquaternions in three-dimensional Lorentz Space L-Q(3). The Serret-Frenet Formulas for a Quaternionic Lorentz Curve L-Q(4). were then re-derived using them.
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    Some Characterizations for a Quaternion-Valued and Dual Variable Curve
    (Mdpi, 2019) Karadag, Muge; Sivridag, Ali Ihsan
    Quaternions, which are found in many fields, have been studied for a long time. The interest in dual quaternions has also increased after real quaternions. Nagaraj and Bharathi developed the basic theories of these studies. The Serret-Frenet Formulae for dual quaternion-valued functions of one real variable are derived. In this paper, by making use of the results of some previous studies, helixes and harmonic curvature concepts in Q(D3) and Q(D4) are considered and a characterization for a dual harmonic curve to be a helix is given.