most citedCharacterization of Line Arrangement for which the Fundamental Group of the Complement is a Direct Product of Free Groups

9 citations · 9 across the 2 of their papers we have counts for

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2 papers

math.AT2008★ 9 cited

Characterization of Line Arrangement for which the Fundamental Group of the Complement is a Direct Product of Free Groups

Eliyahu Meital, Liberman Eran, Schaps Mary +1

Kwai Man Fan proved that if the intersection lattice of a line arrangement does not contain a cycle, then the fundamental group of its complement is a direct sum of infinite and cy…

math.AG2008

Fundamental group for the complement of the Cayley's singularities

M. Amram, M. Dettweiler, M. Friedman +1

Given a singular surface X, one can extract information on it by investigating the fundamental group . However, calculation of this group is non-trivial, but it ca…