Difference between revisions of "Math and Escher and the Saint Louis University Prison Program"

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==Rosette and Border Patterns==
 
==Rosette and Border Patterns==
 
The Rosette patterns are finite motifs classified by the reflections they may or may not have and the order of the rotation.
 
The Rosette patterns are finite motifs classified by the reflections they may or may not have and the order of the rotation.
 +
The rosettes created varied from the abstract to more representational. The students turned in sketches to show the design process and wrote a paper explaining the mathematics used to create the design.
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{| border="1"
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| [[File:Wooldridge-sketch.jpg|250px]]
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| [[File:Wooldridge-Stars.jpg|250px]]
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|-
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| The sketches showing the design of the symmetries.
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| ''Ocean Treasures'' by J. Wooldridge
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|}
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<gallery>
 
<gallery>
 
Image:Scott-Rosette.jpg | R. Scott Ink on paper {{group|C4}} symmetry.
 
Image:Scott-Rosette.jpg | R. Scott Ink on paper {{group|C4}} symmetry.

Revision as of 07:41, 25 November 2014

Saint Louis University's Prison Program is an educational program for both inmates and staff.

Math and the Art of Escher is one of the courses offered and the work shown on this page represents the mathematical artwork produced during the nine week course.

Rosette and Border Patterns

The Rosette patterns are finite motifs classified by the reflections they may or may not have and the order of the rotation. The rosettes created varied from the abstract to more representational. The students turned in sketches to show the design process and wrote a paper explaining the mathematics used to create the design.

Wooldridge-sketch.jpg Wooldridge-Stars.jpg
The sketches showing the design of the symmetries. Ocean Treasures by J. Wooldridge



Tessellations