3 citations · 5 across the 16 of their papers we have counts for
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math.CV2016
Positive neighborhoods of rational curves
M. Falla Luza, P. Sad
We study neighborhoods of rational curves in surfaces with self-intersection number 1 that can be linearised.
math.AG2016
The polar family of webs and foliations
M. Falla Luza, R. Rosas Bazan
We define the polar curves and the polar family associated to a projective web and obtain some results about the geometry of the generic element of this family. We also deal with t…
math.AG2016★ 2 cited
On the number of fibrations transversal to a rational curve in a complex surface
M. Falla Luza, F. Loray
We investigate the existence, and lack of unicity, of a holomorphic fibration by discs transversal to a rational curve in a complex surface.