On the uniqueness problem of bivariant Chern classes.
Some variants of Deligne-Grothendieck-MacPherson's natural transformation C* of Chern class.
Bivariant Chern classes for morphisms with nonsingular target varieties
W. Fulton and R. MacPherson posed the problem of unique existence of a bivariant Chern class-a Grothendieck transformation from the bivariant theory F of constructible functions to the bivariant homology theory H. J.-P. Brasselet proved the existence of a bivariant Chern class in the category of embeddable analytic varieties with cellular morphisms. In general however, the problem of uniqueness is still unresolved. In this paper we show that for morphisms having nonsingular target varieties there...
A singular Riemann-Roch for Hirzebruch characteristics
Specialization of Segre classes of singular algebraic varieties.
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