Questions? Call us: 03879 22169
 
Questions? Call us: 03879 22169

rajuprofile

Homerajuprofile

 

                                      Profile

Name                                : Dr. Phairembam Raju Singh

Department                     : Mathematics

Specialization                 : Topology and Functional Analysis

Designation                     : Assistant Professor

Email                                :   rajuphai@yahoo.co.in

Research area                 : Analysis

Title of Thesis                 :  Some Topics in Metric Fixed Point Theory

Publications

  1. Ranjit Singh and Ph. Raju, Convergence of the Ishikawa type iteration to a common fixed point of Pseudo Homotopic self maps, Thai Journal of mathematics, Vol. 5, No. 2 (2007), 327-341.
  2. R. Singh and Ph. Raju Singh, Common fixed point theorems using implicit relation and (EA) property, International J. Math. Sci and Engg. Appl. Vol. 5, No. 1 (2011), 215-222.
  3. R. Singh and Ph. Raju Singh, Approximating common fixed points for asymptotically Nonexpansive mappings, International J. Math. Sci and Engg. Appl. Vol. 7, No. 11 (2013), 267-275.
  4. Raju Singh, Nontrivial weakly compatible mappings and common fixed point, Bulletin of Math. Sci &Appl., Vol. 2, No.3 (2013), 80-84.
  5. Raju Singh and M. R. Singh, A common fixed point theorem under -contractive conditions, Advances in fixed point theory, 3(2013), No. 4, 595-599
  6. Raju Singh, Common fixed point theorems for contractive multivalued mappings, International J. Contemp. Math.Sci. Vol. 9, 2014, No. 6, 253-256.
  7. Raju Singh, Common Fixed Point Theorem For Generalized Hybrid Tangential Property, International J. Contemp. Math.Sci. Vol. 11, 2016, No. 5, 243-249.

Presented paper on conferences

  • “Common fixed points theorems for random operators”

International conference on Advances in Mathematics: Historical Developments &Engineering Applications, Dec. 19-22, 2007, G.B. Pant University of Agriculture and Technology, Pantnagar, INDIA

  • “Common fixed point theorems without commutativity conditions”

National conference on mathematics and its applications, Oct. 21-22, 2016, Cotton College, Guwahati INDIA

  • “Nontrivial commutativity conditions in the study of common fixed points”

National conference on emerging trends in advanced mathematical sciences and its interdisciplinary areas, 21-22 Feb., 2020, Bodoland University, INDIA