3 citations · 10 across the 25 of their papers we have counts for
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Mumford-Roitman argument on families
Kalyan Banerjee
The aim of this note is to show that the properties like motivic decomposability, Chow theoretic decomposition of the diagonal etc. happens for the special member of a family if it…
Bloch's conjecture on surfaces of general type with an involution
Kalyan Banerjee
In this short note we prove that the Bloch's conjecture holds for a surface of general type of numerical Godeaux type or some class of numerical Campedelli type, with geometric gen…
Chow groups of conic bundles in and the Generalised Bloch's conjecture
Kalyan Banerjee
Consider the Fano surface of a conic bundle embedded in . Let denote the natural involution acting on this surface. In this note we provide an obstruction to the i…
Bloch's conjecture on certain surfaces of general type with and with an involution: the Enriques case
Kalyan Banerjee
In this short note we prove that an involution on certain examples of surfaces of general type with , acts as identity on the Chow group of zero cycles of the relevant surfa…
A note on Mumford-Roitman argument on Chow schemes
Kalyan Banerjee
In this note we are going to understand two questions. One is the fiber of the natural map from a projective algebraic group to , where denotes the -equivalence on…