A brief illustrated guide to 'scissors congruence' − an ancient geometric idea that’s still fueling cutting-edge mathematical research
- Written by Maxine Calle, Ph.D. Candidate in Mathematics, University of Pennsylvania
While scissors congruence accurately captures the modern algebraic notion of 2D area, things get more complicated in higher dimensions.Maxine Calle, CC BY-NDIn math class, you probably learned how to compute the area of lots of different shapes by memorizing algebraic formulas. Remember “base x height” for rectangles and...

