A simple question about phone lock patterns has launched a fascinating mathematical journey. Interested parties first defined “maximum complexity” and found all 296 solutions for the standard 3×3 grid. The investigation then expanded, using number theory to prove that an infinite class of rectangular grids can also host these intricate patterns, blending creative intuition with rigorous logic.
Finding the Most Complicated Lock Pattern
The quest to find the most complex lock pattern possible uncovers a hidden world of mathematical principles and an infinite number of solutions.
Related Posts
Solar trees can save 99% of forests, study finds
New research published in Scientific Reports demonstrates that innovative solar trees can generate as much power as conventional solar farms while saving 99 percent of forest ecosystems from destruction.
Researchers Honor Nobel Physics Laureates for Contributions to Neural Networks
(Featured image: Ill. Niklas Elmehed © Nobel Prize Outreach) At a Glance This year’s Nobel Prize in Physics…
Cancer evolution is mathematical – how random processes and epigenetics can explain why tumor cells shape-shift, metastasize and resist treatments
Stochasticity is everywhere – and finding the order in disorder can unlock new ways to understand biology. Erlon…
New satellite mapping with AI can quickly pinpoint hurricane damage across an entire state to spot where people may be trapped
New satellite mapping techniques can quickly locate washed out and damaged areas. Ricardo Arduengo / AFP via Getty…