Ms2⁢m+1(j)⁡(z,h)=(-1)m⁢(se2⁢m+1′⁡(0,h2))-1⁢tanh⁡z⁢∑ℓ=0∞(-1)ℓ⁢(2⁢ℓ+1)⁢B2⁢ℓ+12⁢m+1⁡(h2)⁢𝒞2⁢ℓ+1(j)⁡(2⁢h⁢cosh⁡z),