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The emergence of tσ in both the time and frequency domain descriptions is accounted for by the very nature of the Fourier transformation. On one hand, tσ is the characteristic time associated to the beta decays: f (qp, τ)-f (qp,∞) (τ/tσ)-a and f (qp, τ)-f (qp ,∞) (τ/tσ)b. On the other hand, via Fourier transformation, the frequency tσ -1 appears as the characteristic counterpart in the frequency domain description given by Eqs.
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The emergence of tσ in both the time and frequency domain descriptions is accounted for by the very nature of the Fourier transformation. On one hand, tσ is the characteristic time associated to the beta decays: f (qp, τ)-f (qp,∞) (τ/tσ)-a and f (qp, τ)-f (qp,∞) (τ/tσ)b. On the other hand, via Fourier transformation, the frequency tσ -1 appears as the characteristic counterpart in the frequency domain description given by Eqs.
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