3 citations · 10 across the 25 of their papers we have counts for
6 papers · 1 filter
Involutions on algebraic surfaces and zero cycles
Kalyan Banerjee
In this note we are going to consider a smooth projective surface equipped with an involution and study the action of the involution at the level of Chow group of zero cycles.
On the closed embedding of the product of theta divisors into product of Jacobians and Chow groups
Kalyan Banerjee
In this article we generalize the injectivity of the push-forward homomorphism at the level of Chow groups, induced by the closed embedding of $\Sym^m C$ into $\Sym^n C$ for $m\leq…
Monodromy and algebraic cycles
Kalyan Banerjee
In this text we are going to discuss the relation between monodromy and algebraic cycles.
Algebraic cycles on the Fano variety of lines of a cubic fourfold
Kalyan Banerjee
In this text we prove that if a smooth cubic in $\PR^5$ has its Fano variety of lines birational to the Hilbert scheme of two points on a K3 surface, then there exists a smooth pro…
Blow ups and base changes of symmetric powers and Chow groups
Kalyan Banerjee
Let $\Sym^m X$ denote the -th symmetric power of a smooth projective curve . Let $\wt{\Sym^m X}$ be the blow up of $\Sym^m X$ along some non-singular subvariety. In this note…
Theta divisors of abelian varieties and push-forward homomorphism at the level of Chow groups
Kalyan Banerjee
In this text we prove that if an abelian variety admits of an embedding into the Jacobian of a smooth projective curve , and if we consider $\Th_A$ to be the divisor $\Th_C\…