The Poincaré-Deligne Polynomial of Milnor Fibers of Triple Point Line Arrangements is Combinatorially Determined
Printed: Jun 2016
Using a recent result by S. Papadima and A.
Suciu, we show that
the equivariant Poincaré-Deligne polynomial of the Milnor
fiber of a projective line arrangement having only double and
triple points is combinatorially determined.
line arrangement, Milnor fiber, monodromy, mixed Hodge structures
32S22 - Relations with arrangements of hyperplanes [See also 52C35]
32S35 - Mixed Hodge theory of singular varieties [See also 14C30, 14D07]
32S25 - Surface and hypersurface singularities [See also 14J17]
32S55 - Milnor fibration; relations with knot theory [See also 57M25, 57Q45]