I am indebted to my thesis supervisor
A.
T. (Tony) Lau for introducing me to Harmonic Analysis. We had a gathering of
the mathematical family of Ed Granirer, Lau's
supervisor, in
Vancouver on the occasion of Professor Granirer's retirement from UBC. Actually,
our mathematical ancestors have established pretty good
family traditions in analysis.
Back to Keith Taylor's homepage.
e^{iπ} + 1 = 0 | V - E + F = 2 | ∑ 1/n^{2} = π^{2}/6 | gcd(a, n) = 1 ==> a^{ φ(n)} ≡ 1 mod(n) |