As an application of the reflection principle we can show that the Disc \u0393 4 s

# As an application of the reflection principle we can

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As an application of the reflection principle, we can show that the Disc Γ (4) ( s ) is related to Im Γ (4) ( s ) . In particular, applying the reflection principle to Γ (4) ( s + ) yields Γ (4) ( s ) = Γ (4) ( s + ) , (62) which was quoted in eq. (28). We can therefore conclude that Disc Γ (4) ( s ) Γ (4) ( s + ) Γ (4) ( s + ) = 2 i Im Γ (4) ( s ) , where we have defined Γ (4) ( s ) lim ǫ 0 Γ (4) ( s + ) . 23

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