30 citations · 73 across the 9 of their papers we have counts for
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math.DS2004★ 13 cited
A counter-example to the theorem of Hiemer and Snurnikov
Thierry Monteil
A planar polygonal billiard is said to have the finite blocking property if for every pair of points in there exists a finite number of ``blocking'' points $B_1, ..…
math.DS2004
On the finite blocking property
Thierry Monteil
A planar polygonal billiard is said to have the finite blocking property if for every pair of points in there exists a finite number of ``blocking'' points $B_1, ..…
math.DS2004★ 1 cited
Finite blocking property versus pure periodicity
Thierry Monteil
A translation surface S is said to have the finite blocking property if for every pair (O,A) of points in S there exists a finite number of "blocking" points B_1,...,B_n such that…