## Differential geometric methods in theoretical physics: proceedings of the 19th International Conference held in Rapallo, Italy, 19-24 June, 1990 |

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### Contents

R Coquereaux Higgs fields and superconnections | 3 |

DuboisViolette Noncommutative differential geometry | 13 |

Kastler Introduction to noncommmutative geometry | 25 |

Copyright | |

9 other sections not shown

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### Common terms and phrases

algebroid bosonic braid group classical coalgebra coefficients cohomology commutative complex conformal field theory connection consider construction coordinates corresponding curve defined definition deformations denote derivation differential forms differential geometry differential operators dimension dimensional divisor E-Mail elements equation equivalent example F. R. Germany fermionic finite formula functions functor gauge theory given graded groupoid Hamiltonian hermitian holomorphic holomorphlc Hopf integrable invariant irreducible isomorphism Lie algebra Lie algebroid Lie superalgebras line bundle linear manifold Math Mathematics matrix measuring coalgebra models module moduli space morphism non-commutative nonlinear obtained parameter Phys Physics Poisson bracket polynomial preprint projective properties quadratic quantization quantum field theory quantum groups relations representation Riemann surfaces scalar sheaf smooth spinor structure subalgebra super superdivisor supermanifolds superspace supersymmetric SUSY-curves symmetry symplectic tensor theorem transformation trivial Università University vanishing variables vector bundle vector fields vector space Virasoro algebra Yang-Mills zero