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Browsing by Author Chakrabarti, Arijit

Showing results 1 to 16 of 16

Issue Date | Title | Author(s) |

2011 | Asymptotic Bayes optimality under sparsity of some multiple testing procedures | *Bogdan, Malgorzata; Chakrabarti, Arijit; Fommlet, Florian; Ghosh, J K* |

2005 | The clock problem revisited | *Chakrabarti, Arijit; Mandal, B N; Gayen, Rupanwita* |

2008 | Energy identities in water wave scattering with higher order boundary condition | *Das, Debashis; Mandal, B N; Chakrabarti, Arijit* |

2003 | A generalisation to the Hybrid fourier transform and and its application | *Mandal, B N; Chakrabarti, Arijit* |

2006 | A generalization of BIC for the general exponential family | *Chakrabarti, Arijit; Ghosh, J K* |

2000 | On approximate evaluation of infinite integrals involving two parameters | *Kanoria, Mridula; Chakrabarti, Arijit; Mandal, B N* |

Jan-1999 | On Galerkin's method applicable to the problems of water wage scattering by barriers | *Mandal, B N; Chakrabarti, Arijit* |

2006 | Optimality of AIC in inference about brownian motion | *Chakrabarti, Arijit* |

2006 | Optimality of AIC in inference about Brownian motion | *Chakrabarti, Arijit; Ghosh, J K* |

2007 | Rules for synthesizing quantum boolean circuits using minimized nearest-neighbour templates | *Chakrabarti, Arijit; Sur Kolay, Susmita* |

1996 | Solution of a system of generalized able integral equations using fractional calculus | *Mandal, N; Chakrabarti, Arijit; Mandal, B N* |

1994 | Solution of the problem of scattering of water waves by a nearly vertical plate | *Bharathi, Vijaya L; Chakrabarti, Arijit; Mandal, B N; Banerjee, S* |

1997 | A unified approach to problems of scattering of surface water waves by vertical barriers | *Chakrabarti, Arijit; Banerjee, S; Mandal, B N; Sahoo, T* |

2007 | Water wave diffraction by a surface strip | *Gayen, Rupanwita; Mandal, B N; Chakrabarti, Arijit* |

2003 | A waveguide problem invoving a thick irsi in the theory of electromagnetism | *Chakrabarti, Arijit; Kanoria, Mridula; Mandal, B N* |

1999 | The wiener hopf solution of a class of mixed boundary value problems arising in surface water wave phenomena | *Kanoria, Mridula; Mandal, B N; Chakrabarti, Arijit* |