Search Results - "Rakshit, Gobinda"

DISCRETE MODIFIED PROJECTION METHODS FOR URYSOHN INTEGRAL EQUATIONS WITH GREEN’S FUNCTION TYPE KERNELS by Kulkarni, Rekha P., Rakshit, Gobinda

“…In the present paper we consider discrete versions of the modified projection methods for solving a Urysohn integral equation with a kernel of the type of…”
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Discrete modified projection method for Urysohn integral equations with smooth kernels by Kulkarni, Rekha P., Rakshit, Gobinda

“…Approximate solutions of linear and nonlinear integral equations using methods related to an interpolatory projection involve many integrals which need to be…”
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Richardson extrapolation for the iterated Galerkin solution of Urysohn integral equations with Green's kernels by Rakshit, Gobinda, Rane, Akshay S., Patil, Kshitij

“…We consider a Urysohn integral operator with the kernel of the type of Green's function. For , a space of piecewise polynomials of degree with respect to a…”
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RBF-based IMEX finite difference schemes for pricing option under liquidity switching by Kumar, Alpesh, Rakshit, Gobinda, Kumar Yadav, Deepak, Yadav, Rajesh

“…In this work, we introduce two accurate and efficient finite difference methods based on radial basis functions (RBF-FD) for pricing European and American…”
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Richardson extrapolation for the discrete iterated modified projection solution by Kulkarni, Rekha P., Rakshit, Gobinda

“…Approximate solutions of Urysohn integral equations using projection methods involve integrals which need to be evaluated using a numerical quadrature formula…”
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Asymptotic error analysis for the discrete iterated Galerkin solution of Urysohn integral equations with Green's kernels by Rakshit, Gobinda

“…Consider a Urysohn integral equation $x - \mathcal{K} (x) = f$, where $f$ and the integral operator $\mathcal{K}$ with kernel of the type of Green's function…”
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Acceleration of convergence in approximate solutions of Urysohn integral equations with Green's kernels by Shukla, Shashank K, Rakshit, Gobinda

“…Consider a non-linear operator equation $x - K(x) = f$, where $f$ is given and $K$ is a Urysohn integral operator with Green's function type kernel defined on…”
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A note on improvement by iteration for the approximate solutions of second kind Fredholm integral equations with Green's kernels by Rakshit, Gobinda, Shukla, Shashank K, Rane, Akshay S

“…Consider a linear operator equation $x - Kx = f$, where $f$ is given and $K$ is a Fredholm integral operator with a Green's function type kernel defined on…”
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Discrete Modified Projection Methods for Urysohn Integral Equations with Green's Function Type Kernels by Kulkarni, Rekha P, Rakshit, Gobinda

“…Mathematical Modelling and Analysis, 25(3):421-440, 2020 In the present paper we consider discrete versions of the modified projection methods for solving a…”
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Richardson extrapolation for the discrete iterated modified projection solution by Rakshit, Gobinda, Kulkarni, Rekha P

“…Numerical Algorithms, 2019 Approximate solutions of Urysohn integral equations using projection methods involve integrals which need to be evaluated using a…”
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Richardson extrapolation for the iterated Galerkin solution of Urysohn integral equations with Green's kernels by Rakshit, Gobinda, Rane, Akshay S, Patil, Kshitij

“…International Journal of computer Mathematics, 2021 We consider a Urysohn integral operator $\mathcal{K}$ with kernel of the type of Green's function. For $r…”
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Discrete Modified Projection Method for Urysohn Integral Equations with Smooth Kernels by Kulkarni, Rekha P, Rakshit, Gobinda

“…Approximate solutions of linear and nonlinear integral equations using methods related to an interpolatory projection involve many integrals which need to be…”
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