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start [2024/04/30 14:50] 139.124.146.3start [2024/04/30 22:51] (current) 139.124.146.3
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 ==== Upcoming talks ====  ==== Upcoming talks ==== 
- 
- 
-**April 30 2024: [[https://www.math.uni-bielefeld.de/baake/|Michael Baake]]** //Hats, CAPs and Spectres// 
- 
-The recently discovered Hat is an aperiodic 
-monotile for the Euclidean plane, which needs a reflected 
-version for this property. The Spectre does not have this 
-(tiny) deficiency. We discuss the topological and dynamical 
-properties of the Hat tiling, how the CAP relates to it, and 
-what the long-range order of both tilings is. Finally, we 
-briefly describe the analogous structure for the Spectre tiling. 
  
  
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 ==== Past talks 2024 ==== ==== Past talks 2024 ====
 +
 +
 +**April 30 2024: [[https://www.math.uni-bielefeld.de/baake/|Michael Baake]]** //Hats, CAPs and Spectres//
 +
 +{{ seminar2024:20240430baake.pdf |slides}}
 +
 +{{ seminar2024:20240430baake.mp4 |video of the talk}}
 +
 +The recently discovered Hat is an aperiodic
 +monotile for the Euclidean plane, which needs a reflected
 +version for this property. The Spectre does not have this
 +(tiny) deficiency. We discuss the topological and dynamical
 +properties of the Hat tiling, how the CAP relates to it, and
 +what the long-range order of both tilings is. Finally, we
 +briefly describe the analogous structure for the Spectre tiling.
 +
 +
  
 **April 16 2024: [[https://dblp.org/pid/215/5120.html|Radosław Piórkowski]]** //Universal quantification in automatic structures—an ExpSpace-hard nut to crack// **April 16 2024: [[https://dblp.org/pid/215/5120.html|Radosław Piórkowski]]** //Universal quantification in automatic structures—an ExpSpace-hard nut to crack//