Vimal Srivastava, Sudhakar Chaudhary, Srinivas Kumar, V. V. K. and Balaji Srinivasan. Fully discrete finite element scheme for nonlocal parabolic problem involving the Dirichlet energy,

*Journal of Applied Mathematics and Computing ,*(Published online on 28 December 2015).Sudhakar Chaudhary and Srinivas Kumar, V. V. K. A priori error estimates for the finite element approximation of a nonlocal Kirchhoff problem using web-splines,

*International Journal of Applied and Computational Mathematics ,*(Published online on 16 September 2015).Sudhakar Chaudhary, Vimal Srivastava, Srinivas Kumar, V. V. K. and Balaji Srinivasan, Web-spline based Mesh-free finite element approximation for p-Laplacian,

*International Journal of Computer Mathematics ,***(Impact Factor 0.825)**, (Published online on 12 March 2015).Sudhakar Chaudhary and Srinivas Kumar, V. V. K. Web-spline based finite element approximation of some quasi-Newtonian flows: Existence-uniqueness and error bound,

*Numerical Methods for Partial Differential Equations ,***(Impact Factor 0.859)**, 31 (2015) no.1, 54-77. View at MathSciNet .Sudhakar Chaudhary, Srinivas Kumar, V. V. K. WEB-Spline based Mesh-free Finite Element Analysis for the Heat Equation and the Time Dependent Navier Stokes equation: A Survey.

*Numerical Methods for Partial Differential Equations ,***(Impact Factor 0.859)**, 29 (2013) no.4, 1322-1340. View at MathSciNet .Sudhakar Chaudhary, Srinivas Kumar, V. V. K. A New Class of Stabilized WEB-Spline based Mesh-free Finite Elements for the Approximation of the Maxwell Equations.

*Numerical Functional Analysis and Optimization ,***(Impact Factor 0.591)**, 33 (2012), no.3, 264-283. View at MathSciNet .Srinivas Kumar, V. V. K., Rathish Kumar, B. V. and Das, P. C. WEB-Spline based Mesh-free finite element analysis for the approximation of the stationary Navier-Stokes Problem,

*Journal of Nonlinear Analysis: Theory, Methods and Applications ,***(Impact Factor 1.327)**, 68 (2008), 3266-3282. View at MathSciNet .Srinivas Kumar, V. V. K., Rathish Kumar, B. V. and Das, P. C. Weighted extended B-spline method for the approximation of the stationary stokes problem,

*Journal of Computational and Applied Mathematics***(Impact Factor 1.266)**, 186 (2006), 335-348. View at MathSciNet .Srinivas Kumar, V. V. K., Rathish Kumar, B. V. and Das, P. C. WEB-spline based multigrid methods for the stationary stokes problem,

*Numerical Functional Analysis and Optimization ,***(Impact Factor 0.591)**, 27 (2006), 391-410. View at MathSciNet .Srinivas Kumar, V. V. K., Rathish Kumar, B. V. and Das, P. C. A new class of stabilized mesh-free finite elements for the approximation of the Stokes problem,

*Numerical Methods for Partial Differential Equations ,***(Impact Factor 0.859)**, 20 (2004), no. 5, 703-722. View at MathSciNet .

**Papers Authored/Coauthored which are in the review process**

Vimal Srivastava, Sudhakar Chaudhary, Srinivas Kumar, V. V. K. and Balaji Srinivasan, Finite element approximation of nonlocal parabolic problem involving the Dirichlet energy, submitted on 15 September 2015 to the journal

*Numerical Methods for Partial Differential Equations ,***(Impact Factor 0.859)**Sudhakar Chaudhary, Vimal Srivastava, Srinivas Kumar, V. V. K. and Balaji Srinivasan, Finite element approximation of nonlocal hyperbolic problem using Newton's method, Submitted to the journal on 23 September 2015 to the Journal

*Numerical Functional Analysis and Optimization ,***(Impact Factor 0.591)**Sudhakar Chaudhary, Vimal Srivastava, Srinivas Kumar, V. V. K., Finite element method with Crank-Nicolson scheme for parabolic nonlocal problem involving the Dirichlet energy, Submitted on 22 August 2015 to the journal

*International Journal of Computational Methods ,***(Impact Factor 0.75)**