Issue Date | Title | Author(s) |

*2019* | A finite element approach for analysis and computational modelling of coupled reaction diffusion models | *Yadav O.P.; Jiwari, Ram* |

*1990* | A fourth order difference method for the one‐dimensional general quasilinear parabolic partial differential equation | *Jain, Manoj Kumar; Jain R.K.; Mohanty R.K.* |

*1989* | A fourth‐order difference method for elliptic equations with nonlinear first derivative terms | *Jain, Manoj Kumar; Jain R.K.; Mohanty R.K.* |

*2001* | An unconditionally stable alternating direction implicit scheme for the two space dimensional linear hyperbolic equation | *Mohanty R.K.; Jain, Manoj Kumar* |

*2021* | Barycentric rational interpolation and local radial basis functions based numerical algorithms for multidimensional sine-Gordon equation | *Jiwari, Ram* |

*2017* | Finite element analysis and approximation of Burgers’-Fisher equation | *Yadav O.P.; Jiwari, Ram* |

*2001* | Fourth-order approximation for the three space dimensional certain mildly quasi-linear hyperbolic equation | *Mohanty R.K.; Arora U.; Jain, Manoj Kumar* |

*1991* | Fourth‐order difference methods for the system of 2D nonlinear elliptic partial differential equations | *Jain, Manoj Kumar; Jain R.K.; Mohanty R.K.* |

*1992* | Fourth‐order finite difference method for 2D parabolic partial differential equations with nonlinear first‐derivative terms | *Jain, Manoj Kumar; Jain R.K.; Mohanty R.K.* |

*1992* | Fourth‐order finite difference method for three‐dimensional elliptic equations with nonlinear first‐derivative terms | *Jain, Manoj Kumar; Jain R.K.; Mohanty R.K.* |

*2001* | Linear stability analysis and fourth-order approximations at first time level for the two space dimensional mildly quasi-linear hyperbolic equations | *Mohanty R.K.; Arora U.; Jain, Manoj Kumar* |

*2001* | Single cell discretization of O(kh2 + h4) for the estimates of ∂u/∂n for two-space dimensional quasi-linear parabolic equation | *Mohanty R.K.; Jain, Manoj Kumar; Kumar D.* |

*2000* | Single cell finite difference approximations of O(kh2 + h4) for ∂u/∂x for one space dimensional nonlinear parabolic equation | *Mohanty R.K.; Jain, Manoj Kumar; Kumar D.* |

*2003* | Single-cell discretization of O(kh2 + h4) for ∂u/∂n for three-space dimensional mildly quasi-linear parabolic equation | *Mohanty R.K.; Kumar D.; Jain, Manoj Kumar* |

*1995* | Technical note: The numerical solution of the system of 3‐D nonlinear elliptic equations with mixed derivatives and variable coefficients using fourth‐order difference methods | *Mohanty R.K.; Jain, Manoj Kumar* |