Differential Geometry - Dynamical Systems
(DGDS)


ISSN 1454-511X
Volume 20 (2018)

Electronic Edition - PDF files
Managing Editor: Vladimir Balan


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Contents

  1. Djemaia Bensikaddour and Lakehal Belarbi
    Minimal translation surfaces in Lorentz Heisenberg 3-space with flat metric,
    pp. 1-14. [PDF]

  2. Braj Bushan Chaturvedi and Pankaj Pandey
    Existence of generalized mixed super quasi-constant curvature,
    pp. 15-25. [PDF]

  3. Pratyay Debnath
    Almost pseudo product structure,
    pp. 26-37. [PDF]

  4. Harry Gingold, Yotam Gingold and Salah Hamad
    A spherical projection of a complex Hilbert space is conformal iff it is the stereographic projection,
    Pp. 38-71. [PDF]

  5. Brijesh Kumar Gupta, Braj Bhushan Chaturvedi and Mehraj Ahmad Lone,
    On Ricci semi-symmetric mixed super quasi-Einstein Hermitian manifold,
    pp. 72-82. [PDF]

  6. Cristina Elena Hretcanu and Adara Monica Blaga
    Submanifolds in metallic Riemannian manifolds,
    pp. 83-97. [PDF]

  7. Shyamal Kumar Hui, Laurian-Ioan Piscoran and Akshoy Patra
    On a gradient Ricci soliton in the plane,
    pp. 98-105. [PDF]

  8. Sangeet Kumar
    Warped product semi-transversal lightlike submanifolds of indefinite nearly Kaehler manifolds,
    pp. 106-118. [PDF]

  9. Yoshio Matsuyama
    Complete totally real submanifolds of a complex projective space,
    pp. 119-125. [PDF]

  10. Fusun Ozen Zengin and Ayse Yavuz Tasci
    Some properties of pseudo conharmonically symmetric Riemannian manifolds,
    pp. 126-137. [PDF]

  11. Ganesh Prasad Pokhariyal, Sunil Yadav and Sudhakar Kumar Chaubey
    Ricci solitons on trans-Sasakian manifolds,
    pp. 138-158. [PDF]

  12. Absos Ali Shaikh, Akhlad Iqbal and Chandan Kumar Mondal
    Some results on phi-convex functions and geodesic phi-convex functions,
    pp. 159-170. [PDF]

  13. Sunil Kumar Yadav, Dhruwa Narain and Dayalal Suthar
    On the concircular curvature tensor of a semi symmetric metric connection in (LCS)_{2n+1}-manifolds,
    pp. 171-181. [PDF]


Last update: July 25, 2018
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