Adam Tyc

activity

20172026

Z

-monodromy in triangulations of surfaces

1 citations · 1 across the 10 of their papers we have counts for

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math.CO2020

$Z$ -knotted and $Z$ -homogeneous triangulations of surfaces

Adam Tyc

A triangulation is called $z$ -knotted if it has a single zigzag (up to reversing). A $z$ -orientation on a triangulation is a minimal collection of zigzags which double covers the s…

math.CO2020

$Z$ -oriented triangulations of surfaces

Adam Tyc

The main objects of the paper are $z$ -oriented triangulations of connected closed $2$ -dimensional surfaces. A $z$ -orientation of a map is a minimal collection of zigzags which doub…

Z-knotted and Z-homogeneous triangulations of surfaces

Z-oriented triangulations of surfaces

$Z$ -knotted and $Z$ -homogeneous triangulations of surfaces

$Z$ -oriented triangulations of surfaces