"Tiling Games" contains the rules of play for 18 games each played on a section of a tiling of the plane. Discs numbered {0, ... , 9} are placed on the vertices of the tiling so that they surround a region with a multiple of 5. Larger scoring configurations are based on the concept of nilpotent polygons. The theory of nilpotent polygons is examined in detail in the first three games. For the remainder of the games just the rules and the scoring
configurations are described.
All the games can be constructed easily on mat-board with a ruler, a straight edge, a right angle and a cutting tool. Circular wooden discs and number stamps can be found in a hobby store. The games require mental arithmetic, geometric pattern recognition, circumspection and strategic thinking.
"Tiling Games" contains the rules of play for 18 games each played on a section of a tiling of the plane. Discs numbered {0, ... , 9} are placed on the vertices of the tiling so that they surround a region with a multiple of 5. Larger scoring configurations are based on the concept of nilpotent polygons. The theory of nilpotent polygons is examined in detail in the first three games. For the remainder of the games just the rules and the scoring
configurations are described.
All the games can be constructed easily on mat-board with a ruler, a straight edge, a right angle and a cutting tool. Circular wooden discs and number stamps can be found in a hobby store. The games require mental arithmetic, geometric pattern recognition, circumspection and strategic thinking.
Studienarbeit aus dem Jahr 2013 im Fachbereich Informatik - Software, Note: 1,3, Universität Bayreuth, Veranstaltung: Seminar Theoretische Informatik, Sprache: Deutsch, Abstract: In den Arbeiten „The...
This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it. This work was reproduced from the original artifact, and...
In Tiling Arrays: Methods and Protocols, expert researchers in the field detail many of the methods which are now commonly used to study tiling microarrays in genomic discovery . These include...
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