For the 26th Prompt Of Mathober: Correspondence, We are taking the prompt from Mathober 2021: Solid as well as the prompt from Mathober 2020: Wave to code this piece. In LiveCodelab
“A correspondence between two sets A and B is any subset R of the Cartesian product A×B. In other words, a correspondence between A and B consists of certain ordered pairs (a,b), where a∈A and b∈B.” - encyclopediaofmath.org/wiki/Correspondence
By Taking two previous sets of Mathober Prompts, and having one element from each, this can be counted as a correspondence.
Solid is represented by the 3D figures and waves in the Code
From Solids to Waves Waves to a Solid On the Graph they are Plotted Plotted as they Look to Behave Beyond the Restrictions Beyond the Equations
background white rotate Math.hypot(Math.tan(time % 10), time % 3 + 1), cos(time),sin(time) box wave(0.003), Math.cbrt(wave(time % 6)), sin(time) ball Math.cbrt(wave(time % 6)),wave(0.003), tan(time) peg wave(0.003), cos(time),Math.cbrt(wave(time % 6))