“…lines and conics, one can check [23, Section 9], [36], [48] to mention some. Recently there has been an interest on special arrangements of conics, as one can check here [43], [29], [45], [13], [10], [11].…”
Section: Arrangements Of Rational Plane Curvesmentioning
Despite that the study of line arrangements in the projective plane is old and elemental, there is still a long list of intriguing open questions and applications to modern mathematics. Our goal is to discuss part of that list, focusing on the connection with Chern invariants and pointing towards configurations of rational curves.
“…lines and conics, one can check [23, Section 9], [36], [48] to mention some. Recently there has been an interest on special arrangements of conics, as one can check here [43], [29], [45], [13], [10], [11].…”
Section: Arrangements Of Rational Plane Curvesmentioning
Despite that the study of line arrangements in the projective plane is old and elemental, there is still a long list of intriguing open questions and applications to modern mathematics. Our goal is to discuss part of that list, focusing on the connection with Chern invariants and pointing towards configurations of rational curves.
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