ZOZO NEXT and Keio University SFC Research Institute Launch Joint Research on Textile Design Technology Using Mathematics
Starting April 1, 2026, ZOZO NEXT and Keio SFC (Associate Prof. Tatsuki Hayama) began a joint research project to explore novel textile design methods by structurally analyzing textiles through a mathematical approach.
📋 Article Processing Timeline
- 📰 Published: April 2, 2026 at 23:00
- 🔍 Collected: April 2, 2026 at 19:37
- 🤖 AI Analyzed: April 21, 2026 at 04:54 (441h 16m after Collected)
ZOZO NEXT, Inc. (Headquarters: Chiba City, Chiba Prefecture; Representative Director and CEO: Kotaro Sawada; hereinafter 'ZOZO NEXT'), together with the Keio University SFC Research Institute (Location: Fujisawa City, Kanagawa Prefecture; Director: Hiroshi Ogi) and Tatsuki Hayama (Associate Professor, Faculty of Environment and Information Studies), commenced joint research on textile design technology using mathematics on Wednesday, April 1, 2026.
Previously, ZOZO NEXT has worked on various projects related to Japanese crafts, such as joint research (*1) on the development of new textiles that combine traditional crafts with advanced materials and interaction technologies to achieve both functionality and beauty; the 'Artisan' project (*2) aiming to 're-evaluate' and 'revitalize' Japanese crafts on the web media 'fashion tech news'; and the 'Yobiiro' project (*3) designed to awaken the five senses, emotions, and the sensitivity dormant in people.
Among these, one of the areas we are focusing on is 'textiles' (woven fabrics). Textiles can create diverse expressions through the meticulous structural design of alternately combining warp and weft threads.
On the other hand, Associate Professor Tatsuki Hayama specializes in Mathematical Art, focusing on visualizing abstract mathematical structures to find aesthetic value, and exploring modeling and design through formula-based algorithms.
In this joint research, we will explore the possibilities of new design methods for textile design through an approach that comprehends textile structures mathematically.