Develops a computer-aided symplectic Cremona transformation technique to study surface configurations in rational 4-manifolds and gives an independent proof that Fano plane line arrangements cannot exist symplectically.
Chen,Finite group actions on symplectic Calabi-Yau4-manifolds withb 1 >0, Journal of G¨ okova Geometry Topology14(2020), 1-54
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Symplectic configurations: a homological and computer-aided approach
Develops a computer-aided symplectic Cremona transformation technique to study surface configurations in rational 4-manifolds and gives an independent proof that Fano plane line arrangements cannot exist symplectically.