Linear operator equations: approximation and regularization MT Nair World Scientific, 2009 | 114 | 2009 |

Regularization in Hilbert scales under general smoothing conditions MT Nair, SV Pereverzev, U Tautenhahn Inverse Problems 21 (6), 1851, 2005 | 106 | 2005 |

Functional analysis: A first course MT Nair PHI Learning Pvt. Ltd., 2021 | 83 | 2021 |

Morozov's discrepancy principle under general source conditions MT Nair, U Tautenhahn, E Schock Zeitschrift für Analysis und ihre Anwendungen 22 (1), 199-214, 2003 | 78 | 2003 |

A modified Newton–Lavrentiev regularization for nonlinear ill-posed Hammerstein-type operator equations S George, MT Nair Journal of Complexity 24 (2), 228-240, 2008 | 56 | 2008 |

Regularized collocation method for Fredholm integral equations of the first kind MT Nair, SV Pereverzev Journal of complexity 23 (4-6), 454-467, 2007 | 52 | 2007 |

Lavrentiev regularization for linear ill-posed problems under general source conditions MT Nair, U Tautenhahn Zeitschrift für Analysis und ihre Anwendungen 23 (1), 167-185, 2004 | 52 | 2004 |

A simplified generalized Gauss-Newton method for nonlinear ill-posed problems P Mahale, M Nair Mathematics of Computation 78 (265), 171-184, 2009 | 46 | 2009 |

Some properties of unbounded operators with closed range. SH Kulkarni, MT Nair, G Ramesh Proceedings of the Indian Academy of Sciences: Mathematical Sciences 118 (4), 2008 | 42 | 2008 |

The trade-off between regularity and stability in Tikhonov regularization M Nair, M Hegland, R Anderssen Mathematics of Computation 66 (217), 193-206, 1997 | 40 | 1997 |

Computational methods for applied inverse problems Y Bai, G Bao, JJ Cao, H Cheng, YH Dai, CZ Dong, GS Dulikravich, ... Walter de Gruyter, 2012 | 38 | 2012 |

Iterated Lavrentiev regularization for nonlinear ill-posed problems P Mahale, MT Nair The ANZIAM Journal 51 (2), 191-217, 2009 | 34 | 2009 |

Regularized versions of continuous Newton's method and continuous modified Newton's method under general source conditions MT Nair, P Ravishankar Numerical Functional Analysis and Optimization 29 (9-10), 1140-1165, 2008 | 34 | 2008 |

A characterization of closed range operators SH Kulkarni, MT Nair Indian Journal of Pure and Applied Mathematics 31 (4), 353-362, 2000 | 31 | 2000 |

An a posteriori parameter choice for simplified regularization of ill-posed problems S George, MT Nair Integral Equations and Operator Theory 16, 392-399, 1993 | 26 | 1993 |

On a generalized Arcangeli's method for Tikhonov regularization with inexact data S George, M Thamban Nair Numerical functional analysis and optimization 19 (7-8), 773-787, 1998 | 25 | 1998 |

A generalization of Arcangeli's method for ill-posed problems leading to optimal rates MT Nair Integral equations and operator theory 15, 1042-1046, 1992 | 23 | 1992 |

Error bounds and parameter choice strategies for simplified regularization in Hilbert scales S George, M Thamban nair Integral Equations and Operator Theory 29, 231-242, 1997 | 22 | 1997 |

On Morozov’s method for Tikhonov regularization as an optimal order yielding algorithm MT Nair Zeitschrift für Analysis und ihre Anwendungen 18 (1), 37-46, 1999 | 20 | 1999 |

On strongly stable approximations MT Nair Journal of the Australian Mathematical Society 52 (2), 251-260, 1992 | 20 | 1992 |