2023 Bridges Conference Art Exhibition
Megan Martinez, Amanda Taylor Lipnicki
Artists
Statement
Megan Martinez and Amanda Taylor Lipnicki have been working together since 2019 on developing patternmaking algorithms for crochet and knit fiber arts. They are tenured math professors with long histories of love for and engagement with the arts. Megan received her PhD from Dartmouth in combinatorics and is also a flutist, painter, and quilter. Amanda received her PhD from Binghamton University in geometric group theory and currently identifies as a reader, writer, singer, knitter, and crocheter. Both have a deep affection for connecting their passions with other areas of their lives, including mathematics research and teaching.
Artworks
Boo, NB, Yves, Felicia, and Clint aren’t your typical family. Their forms were born from hundreds of hours of work by the artists on a program that automates the creation of crochet patterns for surfaces of revolution. The program intakes a positive differentiable function, x-bounds, a scale, and row and stitch gauges; from these, it outputs a pattern to crochet the associated surface of revolution. The program uses arclength integrals to create landmarks for row placement. A variant of the Hausdorff metric and modulus calculations are used to place increases and decreases within the rows. Details about this program can be found in our Bridges papers this year.