Kramers-kronig relations for the classical anharmonic, Management Theories

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Kramers-kronig relations for the classical anharmonic

Kramers-Kronig relations. For the classical anharmonic oscillator model of Eq. (1.4.20) show by explicit calculation that χ(2) (2ω;ω,ω) obeys the Kramers-Kronig relations in the form (1.7.12). Show also that χ(2) (ω1;ω3,-ω2) does not satisfy Kramers-Kronig relations.

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Management Theories: Kramers-kronig relations for the classical anharmonic

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