# Items where Author is "Mohanty, RK"

Up a level |

**16**.

## Journal article

Mohanty, RK and Evans, DJ,
2005.
Alternating group explicit parallel algorithms for the solution of one-space dimensional non-linear singular parabolic equations using an O(k(2)+h(4)) difference method.
*International Journal of Computer Mathematics*, 82 (2), pp. 203-218.
ISSN 0020-7160

Mohanty, RK, Evans, DJ and Arora, U,
2005.
Convergent spline in tension methods for singularly perturbed two-point singular boundary value problems.
*International Journal of Computer Mathematics*, 82 (1), pp. 55-66.
ISSN 0020-7160

Mohanty, RK and Evans, DJ,
2005.
Highly accurate two parameter CAGE parallel algorithms for non-linear singular two point boundary value problems.
*International Journal of Computer Mathematics*, 82 (4), pp. 433-444.
ISSN 0020-7160

Evans, DJ and Mohanty, RK,
2005.
On the application of the SMAGE parallel algorithms on a non-uniform mesh for the solution of non-linear two-point boundary value problems with singularity.
*International Journal of Computer Mathematics*, 82 (3), pp. 341-353.
ISSN 0020-7160

Mohanty, RK and Evans, DJ,
2004.
Fourth-order accurate BLAGE iterative method for the solution of two-dimensional elliptic equations in polar co-ordinates.
*International Journal of Computer Mathematics*, 81 (12), pp. 1537-1548.
ISSN 0020-7160

Mohanty, RK, Jha, N and Evans, DJ,
2004.
Spline in compression method for the numerical solution of singularly perturbed two-point singular boundary-value problems.
*International Journal of Computer Mathematics*, 81 (5), pp. 615-627.
ISSN 0020-7160

Mohanty, RK, Evans, DJ and Kumar, D,
2003.
High accuracy difference formulae for a fourth order quasi-linear parabolic initial boundary value problem of first kind.
*International Journal of Computer Mathematics*, 80 (3), pp. 381-398.
ISSN 0020-7160

Mohanty, RK and Evans, DJ,
2003.
A fourth order accurate cubic spline alternating group explicit method for non-linear singular two point boundary value problems.
*International Journal of Computer Mathematics*, 80 (4), pp. 479-492.
ISSN 0020-7160

Mohanty, RK and Evans, DJ,
2003.
The numerical solution of fourth order mildly quasi-linear parabolic initial boundary value problem of second kind.
*International Journal of Computer Mathematics*, 80 (9), pp. 1147-1159.
ISSN 0020-7160

Evans, DJ and Mohanty, RK,
2002.
Alternating group explicit method for the numerical solution of non-linear singular two-point boundary value problems using a fourth order finite difference method.
*International Journal of Computer Mathematics*, 79 (10), pp. 1121-1133.
ISSN 0020-7160

Mohanty, RK, Evans, DJ and Pandey, PK,
2001.
Block iterative methods for the numerical solution of three dimensional mildly non-linear biharmonic problems of first kind.
*International Journal of Computer Mathematics*, 77 (2), pp. 319-332.
ISSN 0020-7160

Mohanty, RK, Arora, U and Jain, MK,
2001.
Fourth-order approximation for the three space dimensional certain mildly quasi-linear hyperbolic equation.
*Numerical Methods for Partial Differential Equations*, 17 (3), pp. 277-289.
ISSN 0749-159X

Mohanty, RK, Arora, U and Jain, MK,
2001.
Linear stability analysis and fourth-order approximations at first time level for the two space dimensional mildly quasi-linear hyperbolic equations.
*Numerical Methods for Partial Differential Equations*, 17 (6), pp. 607-618.
ISSN 0749-159X

Mohanty, RK, Jain, MK and Kumar, D,
2001.
Single cell discretization of O(kh(2)+h(4)) for the estimates of partial derivative u/partial derivative n for two-space dimensional quasi-linear parabolic equation.
*Numerical Methods for Partial Differential Equations*, 17 (3), pp. 250-261.
ISSN 0749-159X

Mohanty, RK, Evans, DJ and Dey, S,
2001.
Three point discretization of order four and six for (du/dx) of the solution of non-linear singular two point boundary value problem.
*International Journal of Computer Mathematics*, 78 (1), pp. 123-139.
ISSN 0020-7160

Mohanty, RK and Jain, MK,
2001.
An unconditionally stable alternating direction implicit scheme for the two space dimensional linear hyperbolic equation.
*Numerical Methods for Partial Differential Equations*, 17 (6), pp. 684-688.
ISSN 0749-159X