… But the trajectory inside the billiard table can be easily reconstructed if one knows what
happens at the moments of reflection. Therefore it suffices to consider the so-called billiard map. …

… Thus, a billiard table is a testing ground where one can test methods, conjectures, questions,
arising in various fields of theory of dynamical systems. There is nothing new in using these …

A ball, of radius r, is assumed to move in straight lines and without friction on a rectangular
billiard-table, the lengths of whose sides are a and b. Under the assumption that the angle of …

… Yet the controversy surrounding the President's billiard table … wasted in idleness or at the
billiard-table, a resource both for … reference to the President's billiard table as a political issue …

… Krzysztof Fraczek she considered an infinite billiard table containing a lattice of rectangular
… geodesics correspond to on the original billiard table? To see this, simply reflect each square …

… For obvious reasons, I will call the planar domain in question the billiard table. Its geometric
shape determines the qualitative character of the motion. Historically, three classes of …

… For obvious reasons, we will call the planar domain in question the billiard table. Its …
Let Y ⊂ R 2 be a compact, connected billiard table. Its boundary ∂ Y is a finite union of C 1 …

In a set of experiments, Couder et al. demonstrate that an oscillating fluid bed may propagate
a bouncing droplet through the guidance of the surface waves. I present a dynamical …

In this work we completely describe the dynamics of triangle tiling billiards. In the first part of
this work, we propose a geometric approach of dynamics by introducing natural foliations …

… We shall call S a Gutkin billiard table if there exists δ ∈ (0; π/2) such that for any pair of
points p, q ∈ S the following condition is satisfied: if the angle between the vector -→pq with the …