## A Tribute to C.S. Seshadri: A Collection of Articles on Geometry and Representation Theory, Page 4C.S. Seshadri turned seventy on the 29th of February, 2002. To mark this occasion, a symposium was held in Chennai, India, where some of his colleagues gave expository talks highlighting Seshadri's contributions to mathematics. This volume includes expanded texts of these talks as well as research and expository papers on geometry and representation theory. It will serve as an excellent reference for researchers and students in these areas. |

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### Contents

VII | 1 |

VIII | 6 |

IX | 16 |

X | 20 |

XI | 28 |

XII | 34 |

XIII | 42 |

XIV | 47 |

XXIII | 220 |

XXIV | 241 |

XXV | 271 |

XXVI | 283 |

XXVII | 310 |

XXVIII | 323 |

XXIX | 346 |

XXX | 379 |

XV | 49 |

XVI | 50 |

XVII | 51 |

XVIII | 125 |

XIX | 133 |

XX | 154 |

XXI | 180 |

XXII | 199 |

XXXI | 385 |

XXXII | 421 |

XXXIII | 428 |

XXXIV | 467 |

XXXV | 474 |

XXXVI | 500 |

XXXVII | 502 |

### Common terms and phrases

abelian affine Hecke algebra Algebraic Geometry algebraic group algebraic variety assume basis Borel C. S. Seshadri C.S. Seshadri canonical Chennai classical type codimension construction corresponding curve decomposition defined defset degree denote dimension dimensional divisor dominant weight elements equations exists filtration finite follows function fundamental weight G-bundle given Grassmannian hence highest weight holomorphic connection integer invariant irreducible components isomorphism Lakshmibai Lemma Let G Lie algebra line bundle linear manifold Math mathematics maximal parabolic subgroup modules moduli space morphism multiplication Musili nonsingular nonzero parabolic bundles parabolic subgroup parabolic vector bundle polynomial principal bundles projective proof Proposition prove quantum code quotient rank rational tensor field Redset Theorem relatively algebraically closed resp Riemann surface ring root Schubert varieties semisimple semistable sheaf simple singset singular smooth stable Standard Monomial Theory structure subbundles subset subvariety surjective tensor field unique vector space weight vector Weyl group zero