International audienceWe compute the Bott-Chern classes of the metric Eulersequence describing the relative tangent bundle of the variety P(E) of hyperplans of a holomorphic hermitian vector bundle (E,h) on a complex manifold.We give applications to the construction of the arithmetic characteristic classes of an arithmetic vector bundle and to the computation of the height of P(E)with respect to the tautological quotient bundle O_E(1)
AbstractIn this note we define the Chern–Simons classes of a flat superconnection, D+L, on a complex...
AbstractThe Milnor–Hirzebruch class of a locally complete intersection X in an algebraic manifold M ...
We provide an informal overview of the algorithms used for computing with Chern classes in the libra...
International audienceUsing different forms of the arithmetic Riemann-Roch theorem and the computati...
summary:This paper studies the relationship between the sections and the Chern or Pontrjagin classes...
We study the singular Bott-Chern classes introduced by Bismut, Gillet and Soulé. Singular Bott-Chern...
summary:Motivated by the work of A.\,C. Naolekar and A.\,S. Thakur (2014) we introduce notions of up...
Introduction In this note we compare two notions of Chern class of an algebraic scheme X (over C )...
Cette thèse comporte deux parties. Dans la première partie, nous étudions la cohomologie des variété...
The development the theory of characteristic classes allowed Shiing-Shen Chern to generalize the Gau...
This article is concerned with Chern class and Chern number inequalities on polarized manifolds and ...
AbstractThe Chern character of a complex vector bundle is most conveniently defined as the exponenti...
In this note we define the Chern–Simons classes of a flat superconnection, D+L, on a complex Z/2Z-gr...
This thesis consists of two parts. In the first part, we study the cohomology of a compact Kähler ma...
For every positive integer n ∈ Z+ we define an ‘Euler polynomial ’ En(t) ∈ Z[t], and observe that f...
AbstractIn this note we define the Chern–Simons classes of a flat superconnection, D+L, on a complex...
AbstractThe Milnor–Hirzebruch class of a locally complete intersection X in an algebraic manifold M ...
We provide an informal overview of the algorithms used for computing with Chern classes in the libra...
International audienceUsing different forms of the arithmetic Riemann-Roch theorem and the computati...
summary:This paper studies the relationship between the sections and the Chern or Pontrjagin classes...
We study the singular Bott-Chern classes introduced by Bismut, Gillet and Soulé. Singular Bott-Chern...
summary:Motivated by the work of A.\,C. Naolekar and A.\,S. Thakur (2014) we introduce notions of up...
Introduction In this note we compare two notions of Chern class of an algebraic scheme X (over C )...
Cette thèse comporte deux parties. Dans la première partie, nous étudions la cohomologie des variété...
The development the theory of characteristic classes allowed Shiing-Shen Chern to generalize the Gau...
This article is concerned with Chern class and Chern number inequalities on polarized manifolds and ...
AbstractThe Chern character of a complex vector bundle is most conveniently defined as the exponenti...
In this note we define the Chern–Simons classes of a flat superconnection, D+L, on a complex Z/2Z-gr...
This thesis consists of two parts. In the first part, we study the cohomology of a compact Kähler ma...
For every positive integer n ∈ Z+ we define an ‘Euler polynomial ’ En(t) ∈ Z[t], and observe that f...
AbstractIn this note we define the Chern–Simons classes of a flat superconnection, D+L, on a complex...
AbstractThe Milnor–Hirzebruch class of a locally complete intersection X in an algebraic manifold M ...
We provide an informal overview of the algorithms used for computing with Chern classes in the libra...
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