Equation Icon  sqz † † † SYZ (Ω) = 𝒴𝒴𝒴 (Ω )⟨ˆa(Ω ) ∘ ˆa (Ω )⟩sqz𝒵𝒵𝒵(Ω ) = 𝒴𝒴𝒴 (Ω )𝕊sqz(Ω )𝒵𝒵𝒵(Ω ) 1- † = 2 𝒴𝒴𝒴 (Ω )ℙ[− ϕ ]𝕊sqz[2r, 0]ℙ [ϕ ]𝒵𝒵𝒵 (Ω ) 𝒴 ∗(Ω)𝒵 (Ω) 𝒴 ∗(Ω)𝒵 (Ω) = --c-----c---(cosh 2r + sinh 2r cos2ϕ ) +--s-----s---(cosh 2r − sinh 2r cos2ϕ ) 2 2 𝒴-∗s(Ω)𝒵c-(Ω-) +-𝒴∗c(Ω-)𝒵s(Ω-) − 2 sinh2r sin2ϕ. (92 )