3 citations · 4 across the 6 of their papers we have counts for
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Linearization problem for finite subgroups of the plane Cremona group
Antoine Pinardin, Arman Sarikyan, Egor Yasinsky
We give a complete solution of the linearization problem in the plane Cremona group over an algebraically closed field of characteristic zero.
Birational rigidity and alpha invariants of Fano varieties
Ivan Cheltsov, Arman Sarikyan, Ziquan Zhuang
We prove that for every , there is a birationally super-rigid Fano variety such that . Also we show that for every ,…
On the Rationality of Fano-Enriques Threefolds
Arman Sarikyan
A Fano-Enriques threefold is a three-dimensional non-Gorenstein Fano variety of index 1 with at most canonical singularities. We study the birational geometry of Fano-Enriques thre…
Equivariant pliability of the projective space
Ivan Cheltsov, Arman Sarikyan
We classify finite subgroups such that is not -birational to conic bundles and del Pezzo fibrations, and explicitly describe…
On linearization problems in the plane Cremona group
Arman Sarikyan
We study finite non-linearizable subgroups of the plane Cremona group which potentially could be stably linearizable.
Toric -Fano Threefolds
Arman Sarikyan
We classify toric Fano threefolds having at worst terminal singularities such that a rank of a -invariant part of a class group equals one, where is a group acting on the va…