Dr. D.G. Prakasha

Associate Professor
Department of Mathematics, Davangere University, Davangere, Karnataka, India

Highest Degree
Ph.D. in Mathematics from Karnatak University, India

My URL
https://livedna.org/91.2273

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Area of Interest:

Mathematics
Differential Geometry
Theory of Relativity
Mathematical Analysis
Lorentzian Manifolds

Selected Publications

  1. Prakasha, D.G., C.S. Bagewadi and Venkatesha, 2009. Conservative conformal and quasi conformal curvature tensors on K-contact manifolds with respect to semi-symmetric metric connection. Tamsui Oxford J. Math. Sci., 25: 27-38.
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  2. Prakasha, D.G., C.S. Bagewadi and Venkatesha, 2008. Conservative conformal and quasi-conformal curvature tensors on Trans-Sasakian manifolds with respect to semi-symmetric metric connection. Diff. Geo. Dynam. Sys., 10: 263-274.
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  3. Prakasha, D.G., C.S. Bagewadi and N.S. Basavarajappa, 2008. On pseudosymmetric Lorentzian α-sasakian manifolds. Int. J. Pure Appl. Math., 48: 57-65.
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  4. Prakasha, D.G., C.S. Bagewadi and N.S. Basavarajappa, 2008. On Lorentzian β-Kenmotsu manifolds. Int. J. Math. Anal., 2: 919-927.
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  5. Basavarajappa, N.S., C.S. Bagewadi and D.G. Prakasha, 2008. Some results on lorentzian β- kenmotsu manifolds. Annals Uni. Craiova. Math. Comp. Sci. Ser., 35: 7-14.
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  6. Bagewadi, C.S., N.S. Basavarajappa, D.G. Prakasha and Venkatesha, 2008. On weakly symmetric and special weakly RICCI symmetric lorentzian α-sasakian manifolds. Analele Univ. Math. Inform., 46: 3-12.
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  7. Bagewadi, C.S., D.G. Prakasha and Venkatesha, 2008. Torseforming vector field in a 3-dimensional contact metric manifold. General Mat., 16: 83-91.
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  8. Bagewadi, C.S., D.G. Prakasha and N.S.Basavarajappa, 2008. Some results on K-contact and trans-Sasakian manifolds. Europ. J. Pure. Appl. Math., 1: 21-31.
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  9. Bagewadi, C.S., D.G. Prakasha and N.S. Basavarajappa, 2008. A study of ricci quarter symmetric metric connection on α riemannian manifold. India. J. Math., 50: 607-615.

  10. Bagewadi, C.S., N.S. Basavarajappa, D.G. Prakasha and Venkatesha, 2007. On 3-dimensional Para Sasakian manifolds. Int. E. J. Engg. Math. Theor. Appl., 2: 110-119.

  11. Bagewadi, C.S., D.G. Prakasha and Venkatesha, 2007. On pseudo projectively flat LP-sasakian manifold with α coefficient. Annales Univ. Mariae Curie- Sklodowska Lublin-Polonia, Sectio A, 41: 1-8.
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  12. Bagewadi, C.S., D.G. Prakasha and Venkatesha, 2007. On pseudo projective curvature tensor of a contact metric manifold. Sut. J. Math., 43: 115-126.

  13. Bagewadi, C.S., D.G. Prakasha and Venkatesha, 2007. Conservative projective curvature tensor on trans-Sasakian manifolds with respect to semi-symmetric metric connection. Analele Stiintifice. Ale. Univ. Ovidus. Constanta, Seria Mathematica., 15: 5-18.
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Member since June, 2010