Research in the new field of Ethnomathematics

Mathematics - Ethnomathematics
Status: yes
Patent: none

About This Innovation

Gilmer and her assistants, 14-year-old Stephanie Desgrottes and teacher Mary Potter, observed and interviewed both hair stylists and customers in the two cities' salons, inquiring about tessellations in box braids (box-shaped tessellations resembling brick walls) and triangular braids (tessellations resembling equilateral triangles), two styles that restrict the movement of the hair when the head is tossed. While these hair stylists do not generally think of what they do as mathematical, Gilmer detailed the many mathematically based patterns in these and other types of braiding and how they are found in nature, such as the tessellating hexagons found in braids that resembles the flesh of pineapples and the honeycombs in beehives. As an educator, Gilmer used these results to create classroom activities for students to understand the mathematics of hair braiding

The Invention

none

Key Information

Category:
Mathematics - Ethnomathematics

Completion Status:
yes

Patent Number:
N/A

Co-Inventor:
none

Patent Information

Patent Number: N/A

Technical Specifications

N/A

Collaboration

Co-Inventor: none