dm³ 101 · Week 05 · π Operator

The π Operator — Period T* = 2π

Periodic orbits in contact geometry. T* as minimal recurrence period. Connection to Fourier decomposition over ξ.

dm³ 101 · Week 05 · T* = 2π

Course: dm³ 101 · Operator: π (T* = 2π) · Standard week

Content stub — prose, diagrams, and Lean 4 exercises to be written.

This week covers: Periodic orbits in contact geometry. T* as minimal recurrence period. Connection to Fourier decomposition over ξ.

Primary chapter references from book/: chPI-recurrence.html

-- dm³ 101 · Week 05 · Lean 4 Lab
-- Operator: π (T* = 2π)
-- TODO: fill in theorems and exercises

-- stub
example : True := trivial