Research

  • Research projects :
Name of the facultyDurationTitle of the projectName of the funding agencyGrant received In Rs.Status (Minor / Major)
Dr.V. J. Khairnar2009-10 to 2010-11Some contribution in Sasakian and Trans-Sasakian spaces. UGC30,000/-
Minor
  • Research papers :
Name of the AuthorTitle with page no.JournalsISSN/ISBNWhether peer revievedImpact Factor
1Dr. Vilas KhairnarOn Lorentzian trans-sasakian manifolds-I (53-66)  International journal of Physical Sciences2231-3478Yes0.023
2Dr. Vilas KhairnarOn an Einstein Kenmotsu Manifold (387-397)Antarctica    Journal of Mathematics,0972-8643Yes
3Dr. Vilas KhairnarSome properties of Kenmotsu manifold admitting a quarter symmetric non metric connectionInternational journal of Physical Sciences0970-9150Yes0.031
                           4Dr. Vilas KhairnarOn ?-Para ?-Sasakian Manifold.(29-53)Cayley Journal of Mathematics Vol.1(2012),2278-1748YesSci factor 5.27
5Dr. Vilas KhairnarOn Weakly ?- Ricci Symmetric Lorentzian Para ?-Sasakian Manifolds.67-80International journal of Physical Sciences Vol.24 (1) A,(2012),2231-346XYes0.028
6Dr. Vilas KhairnarOn Weak Concircular Symmetries of ?-Trans Sasakian manifolds (127-148).International journal of Physical Sciences Vol.24 (1) A(2012),2231-346xYes0.028
                          7Dr. Vilas KhairnarOn Lorentzian Para α-Sasakian Manifolds (177-199)Archimedes Journal of Mathematics Vol.2(2)(2012),2278-084XYes       –
                         8Dr. Vilas KhairnarOn weak symmetries of Lorentzian Trans-Sasakian manifolds (287-300)Acta Ciencia Indica an International Journal of Physical Sciences Vol.XXXVIII(2)(2012),0970-0455Yes
                         9Dr. Vilas KhairnarOn Weakly concircular ?-Symmetric of ?-Trans Sasakian Manifolds (05-11)The journal of Recent Research in Science and Technology 4(9)(2012),2076-5061Yes
10Dr. Vilas KhairnarOn Generalized Recurrent and Ricci Recurrent Lorentzian Trans-Sasakian Manifolds, (38-43), IOSR Journal of Mathematics 4(4)(2014),2278-5728Yes1.759
11  Dr. Vilas KhairnarOn Weak Symmetris of δ – Lorentzian β-  KenmotsuManifoldsBulletin of Mathematical Analysis and ApplicationsISSN: 1821-1291, URL: http://www.bmathaa.orgVolume 7 Issue 3(2015), Pages 1-9.  Impact Factor (1.0434)
12Dr. Vilas KhairnarOn Generalized Recurrent ∈ Lorentzian Trans Sasakian ManifoldsInternational Journal of Research and Analytical Reviews Volume 6 Issue 1(2019), Pages 102-104.E-ISSN 2348-1269P-ISSN 2349-5138Yes5.75 as per h-index calculation