Alternatively have a look at the program.

## Translation surfaces of infinite-type, I

Compact translation surfaces are intimately linked to the geometry

of Teichmüller spaces and the billiard dynamics in rational polygons.

During this is two week mini-course (4 x 2h30) our aim is to introduce

translation surfaces of infinite type (that is non-compact) both through

geometric and dynamical points of view.

We will first present several examples that motivate the study of

translation surfaces of infinite type, in particular several models

of billiards. The next lectures will go through the topological,

## Translation surfaces of infinite-type, II

Compact translation surfaces are intimately linked to the geometry

of Teichmüller spaces and the billiard dynamics in rational polygons.

During this is two week mini-course (4 x 2h30) our aim is to introduce

translation surfaces of infinite type (that is non-compact) both through

geometric and dynamical points of view.

We will first present several examples that motivate the study of

translation surfaces of infinite type, in particular several models

of billiards. The next lectures will go through the topological,

## Translation surfaces of infinite-type, III

Compact translation surfaces are intimately linked to the geometry

of Teichmüller spaces and the billiard dynamics in rational polygons.

During this is two week mini-course (4 x 2h30) our aim is to introduce

translation surfaces of infinite type (that is non-compact) both through

geometric and dynamical points of view.

We will first present several examples that motivate the study of

translation surfaces of infinite type, in particular several models

of billiards. The next lectures will go through the topological,

## Translation surfaces of infinite-type, IV

of Teichmüller spaces and the billiard dynamics in rational polygons.

During this is two week mini-course (4 x 2h30) our aim is to introduce

translation surfaces of infinite type (that is non-compact) both through

geometric and dynamical points of view.

We will first present several examples that motivate the study of

translation surfaces of infinite type, in particular several models

of billiards. The next lectures will go through the topological,

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