`BookProof.ChapterSolidHarmonicTools.laplacian_angular_mul_cylTerm` {A : E → ℝ} {x : E} {e : E} (he : ‖e‖ = 1) {μ : ℕ} (j m : ℕ) (hA : ContDiffAt ℝ 2 A x) (hharm : (Δ A) x = 0) (he

Initializing...

`BookProof.ChapterSolidHarmonicTools.laplacian_angular_mul_cylTerm` {A : E → ℝ} {x : E} {e : E} (he : ‖e‖ = 1) {μ : ℕ} (j m : ℕ) (hA : ContDiffAt ℝ 2 A x) (hharm : (Δ A) x = 0) (he · Prove2Me