ζ′⁡(1-2⁢n,hk)=(ψ⁡(2⁢n)-ln⁡(2⁢π⁢k))⁢B2⁢n⁡(h/k)2⁢n-(ψ⁡(2⁢n)-ln⁡(2⁢π))⁢B2⁢n2⁢n⁢k2⁢n+(-1)n+1⁢π(2⁢π⁢k)2⁢n⁢∑r=1k-1sin⁡(2⁢π⁢r⁢hk)⁢ψ(2⁢n-1)⁡(rk)+(-1)n+1⁢2⋅(2⁢n-1)!(2⁢π⁢k)2⁢n⁢∑r=1k-1cos⁡(2⁢π⁢r⁢hk)⁢ζ′⁡(2⁢n,rk)+ζ′⁡(1-2⁢n)k2⁢n,