Using Kronecker Powers to Create Bead Art

Year: 2024 Authors: Emily Dennett; Chris Bolognese

Core claim

Kronecker powers of (0,1)-matrices create self-similar bead art and support accessible problem posing for middle and high school learners.

Topics

Kronecker product, self-similar patterns, problem posing, mathematical art

Domains

linear algebra, matrix operations, Kronecker powers, (0,1)-matrices, bead art, pattern design, tactile making, visualization

Methods

bead-based workshop, matrix iteration, Python numpy kron, problem posing

Media

plastic melty beads, pegboard, tweezers, parchment paper, Python code

Source status

This page publishes metadata and extracted analytical signals only. Raw PDF and full OCR text are kept local for now.