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  <description>The WildSurfaces web of TWiki. TWiki is a Web-Based Collaboration Platform for the Corporate World.</description>
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  <dc:rights>Copyleft 2009 </dc:rights>
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  <title>WebStatistics</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/WebStatistics?t=2009-11-01T01:05Z</link>
  <description> Statistics for WildSurfaces Web Month: Topic views: Topic saves: File uploads: Most popular topic views: Top contributors for topic save and uploads: Oct 2009 262 ... (last changed by guest)</description>
  <dc:date>2009-11-01T01:05Z</dc:date>
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    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.guest">
      <rdf:value>guest</rdf:value>
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  <wiki:version>1.51</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/WebStatistics</wiki:diff>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/WebHome">
  <title>WebHome</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/WebHome?t=2008-06-03T15:43Z</link>
  <description> Wild Translation Surfaces Project MANY GENERIC RESULTS STOP- LACK OF CONCRETE EXAMPLES STOP- WELCOME HERE STOP- This project aims to create an evolutive encyclopedia ... (last changed by ThierryMonteil)</description>
  <dc:date>2008-06-03T15:43Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.24</wiki:version>
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  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/WebHome</wiki:diff>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/BilliardWithWall">
  <title>BilliardWithWall</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/BilliardWithWall?t=2007-02-15T15:47Z</link>
  <description> Billiard with wall A billiard table that looks like the one of the computer game Blobby Volley and whose associated translation surface is such that the set of minimal ... (last changed by ThierryMonteil)</description>
  <dc:date>2007-02-15T15:47Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.3</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/BilliardWithWall</wiki:diff>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/ArnouxYoccozSurface">
  <title>ArnouxYoccozSurface</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/ArnouxYoccozSurface?t=2007-02-13T23:13Z</link>
  <description> Arnoux-Yoccoz surface(s) hmm, this page seems very empty... References ARNOUX (P.) et YOCCOZ (J.C.). &#151; Construction de diff&#233;omorphismes pseudo-Anosov, C. R. Acad ... (last changed by SamuelLelievre)</description>
  <dc:date>2007-02-13T23:13Z</dc:date>
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    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.SamuelLelievre">
      <rdf:value>SamuelLelievre</rdf:value>
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  <wiki:version>1.2</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/ArnouxYoccozSurface</wiki:diff>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/ThurstonSurface">
  <title>ThurstonSurface</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/ThurstonSurface?t=2006-02-17T17:38Z</link>
  <description>In his notes ``On the geometry and dynamics of diffeomorphisms of surfaces'', Thurston describes a method for constructing surfaces (generally half-translation surfaces ... (last changed by JoshuaBowman)</description>
  <dc:date>2006-02-17T17:38Z</dc:date>
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    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.JoshuaBowman">
      <rdf:value>JoshuaBowman</rdf:value>
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  <wiki:version>1.1</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/ThurstonSurface</wiki:diff>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/CompletePeriodicity">
  <title>CompletePeriodicity</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/CompletePeriodicity?t=2006-02-15T17:48Z</link>
  <description> Complete periodicity Definition A surface is said to be completely periodic if for each direction that contains a periodic trajectory, the surface can be fully decomposed ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-15T17:48Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
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  <wiki:importance>major</wiki:importance>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/BouillabaisseSurfaces">
  <title>BouillabaisseSurfaces</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/BouillabaisseSurfaces?t=2006-02-15T17:47Z</link>
  <description> Bouillabaisse Surfaces Definition A translation surface is said to be bouillabaisse if it Veech group admits at least two parabolic elements that do not commute. ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-15T17:47Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.1</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/BouillabaisseSurfaces</wiki:diff>
  <wiki:history>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/BouillabaisseSurfaces</wiki:history>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/SquaredSnakeSurface">
  <title>SquaredSnakeSurface</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/SquaredSnakeSurface?t=2006-02-13T21:51Z</link>
  <description> The squared snake surface TOC Description of the surface The opposite vertical lines are identified by horizontal translation, the vertical lines with the same style ... (last changed by SamuelLelievre)</description>
  <dc:date>2006-02-13T21:51Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.SamuelLelievre">
      <rdf:value>SamuelLelievre</rdf:value>
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  <wiki:version>1.5</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/SquaredSnakeSurface</wiki:diff>
  <wiki:history>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/SquaredSnakeSurface</wiki:history>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/RegularDecagon">
  <title>RegularDecagon</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/RegularDecagon?t=2006-02-08T11:02Z</link>
  <description> The Regular Decagon Description and basic facts genus : 2 stratum : $\mathcal{H}(1,1)$ Veech surface (Veech) Veech group : Properties up to SL(2,R), this is the only ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-08T11:02Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:importance>major</wiki:importance>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/ObtuseVeechTriangle">
  <title>ObtuseVeechTriangle</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/ObtuseVeechTriangle?t=2006-02-08T11:02Z</link>
  <description> Obtuse Veech triangle An obtuse triangular table whose associated translation surface is Veech. http://www.math.sunysb.edu/~pat/docs/papers/veech triangle.ps just ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-08T11:02Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/ObtuseVeechTriangle</wiki:diff>
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  <title>LatticeProperty</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/LatticeProperty?t=2006-02-08T10:59Z</link>
  <description> Lattice property Brief definition Since $SL(2,\mathbb{R})$ acts on $\mathbb{R}^2$ , it also acts on the space of translation surfaces (in the charts). For any translation ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-08T10:59Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.1</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/LatticeProperty</wiki:diff>
  <wiki:history>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/LatticeProperty</wiki:history>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/LShapedSurfaces">
  <title>LShapedSurfaces</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/LShapedSurfaces?t=2006-02-08T10:14Z</link>
  <description> L-shaped translation surfaces Description of the surface It is in fact a familiy of surfaces P(a,b) that depend on two parameters: The opposite lines are identified ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-08T10:14Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.1</wiki:version>
  <wiki:status>updated</wiki:status>
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  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/LShapedSurfaces</wiki:diff>
  <wiki:history>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/LShapedSurfaces</wiki:history>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/DoubleCoveredRegularOctagon">
  <title>DoubleCoveredRegularOctagon</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/DoubleCoveredRegularOctagon?t=2006-02-08T09:11Z</link>
  <description> Double covered regular octagon A branched covering of the translation surface obtained when we identify the opposite sides of a regular octagon, whose Veech group ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-08T09:11Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.2</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/DoubleCoveredRegularOctagon</wiki:diff>
  <wiki:history>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/DoubleCoveredRegularOctagon</wiki:history>
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<item rdf:about="http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/NoOneCylinderDecomposition">
  <title>NoOneCylinderDecomposition</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/NoOneCylinderDecomposition?t=2006-02-08T09:08Z</link>
  <description>A surface S is said to have NoOneCylinderDecomposition if there is no direction such that S is equal to one cylinder in that direction. The SquaredSnakeSurface and ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-08T09:08Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.3</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/NoOneCylinderDecomposition</wiki:diff>
  <wiki:history>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/NoOneCylinderDecomposition</wiki:history>
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  <title>NoGeodesicFromASingularityToItself</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/NoGeodesicFromASingularityToItself?t=2006-02-08T09:05Z</link>
  <description> Definition A surface is said to have NoGeodesicFromASingularityToItself if every geodesic going from a singularity to itself has to meet first another singularity ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-08T09:05Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.4</wiki:version>
  <wiki:status>updated</wiki:status>
  <wiki:importance>major</wiki:importance>
  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/NoGeodesicFromASingularityToItself</wiki:diff>
  <wiki:history>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/NoGeodesicFromASingularityToItself</wiki:history>
</item>
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  <title>TorusBranchedCovering</title>
  <link>http://lma.homelinux.org/~twiki/bin/view/WildSurfaces/TorusBranchedCovering?t=2006-02-07T10:12Z</link>
  <description> Torus branched coverings A surface S is said to be a torus branched covering if there exists a flat branched covering from S to a flat torus. Such surfaces have a ... (last changed by ThierryMonteil)</description>
  <dc:date>2006-02-07T10:12Z</dc:date>
  <dc:contributor>
    <rdf:Description link="http://lma.homelinux.org/~twiki/bin/view?topic=Main.ThierryMonteil">
      <rdf:value>ThierryMonteil</rdf:value>
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  <wiki:version>1.2</wiki:version>
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  <wiki:diff>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/TorusBranchedCovering</wiki:diff>
  <wiki:history>http://lma.homelinux.org/~twiki/bin/rdiff/WildSurfaces/TorusBranchedCovering</wiki:history>
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