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- W1638466904 abstract "We show a combinatorial formula for a lower bound of the dimension of the non-unipotent monodromy part of the first Milnor cohomology of a hyperplane arrangement satisfying some combinatorial conditions. This gives exactly its dimension if a stronger combinatorial condition is satisfied. We also prove a non-combinatorial formula for the dimension of the non-unipotent part of the first Milnor cohomology, which apparently depends on the position of the singular points. The latter generalizes a formula previously obtained by the second named author." @default.
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- W1638466904 date "2009-01-01" @default.
- W1638466904 modified "2023-09-25" @default.
- W1638466904 title "First Milnor cohomology of hyperplane arrangements" @default.
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