| |$A(t)$| | Signal A |
| |$B(t)$| | Signal B |
| |$C(f)$| | Measured cross-spectrum |
| |$c(\tau )$| | Correlation coefficient |
| D | Normalization for L |
| |$dT$| | Time resolution |
| |$F_{{\rm rms}}$| | Fractional RMS |
| f | Frequency; dependent variable of C, L, y |
| |$f_0$| | Midpoint for L |
| |$f_{seg}$| | Number of frequencies per segment |
| i | Imaginary number |
| |$L(f)$| | Lorentzian |
| m | Number of segments |
| N | Number of bins |
| n | Noise (in power spectra) |
| p | Power spectra |
| q | Formula shorthand in error on |$\gamma ^2_I$| |
| |$R_{{\rm rms}^2}$| | Fractional RMS normalization |
| S | Complex series |
| s | Signal (noiseless power spectra) |
| T | Observation length |
| t | Time; dependent variable of A, B, X |
| U | Amplitude (in power spectral calculations) |
| V | Normalization (in power spectral calculations) |
| |$X(t)$| | Inverse Fourier transform of |$y(f)$| |
| |$y(f)$| | Fourier transform of |$X(t)$| |
| |$\Gamma$| | Full-width at half-maximum for L |
| |$\gamma ^2_I(f)$| | Intrinsic coherence |
| |$\gamma _{\rm Model}$| | Model coherence |
| |$\Delta T_{samp}$| | Sampling interval |
| |$\delta$| | Lags |
| |$\delta _{\tau }$| | Time lags |
| |$\delta _{\phi }$| | Phase lag |
| |$\tau$| | Lag; dependent variable of c |
| |$A(t)$| | Signal A |
| |$B(t)$| | Signal B |
| |$C(f)$| | Measured cross-spectrum |
| |$c(\tau )$| | Correlation coefficient |
| D | Normalization for L |
| |$dT$| | Time resolution |
| |$F_{{\rm rms}}$| | Fractional RMS |
| f | Frequency; dependent variable of C, L, y |
| |$f_0$| | Midpoint for L |
| |$f_{seg}$| | Number of frequencies per segment |
| i | Imaginary number |
| |$L(f)$| | Lorentzian |
| m | Number of segments |
| N | Number of bins |
| n | Noise (in power spectra) |
| p | Power spectra |
| q | Formula shorthand in error on |$\gamma ^2_I$| |
| |$R_{{\rm rms}^2}$| | Fractional RMS normalization |
| S | Complex series |
| s | Signal (noiseless power spectra) |
| T | Observation length |
| t | Time; dependent variable of A, B, X |
| U | Amplitude (in power spectral calculations) |
| V | Normalization (in power spectral calculations) |
| |$X(t)$| | Inverse Fourier transform of |$y(f)$| |
| |$y(f)$| | Fourier transform of |$X(t)$| |
| |$\Gamma$| | Full-width at half-maximum for L |
| |$\gamma ^2_I(f)$| | Intrinsic coherence |
| |$\gamma _{\rm Model}$| | Model coherence |
| |$\Delta T_{samp}$| | Sampling interval |
| |$\delta$| | Lags |
| |$\delta _{\tau }$| | Time lags |
| |$\delta _{\phi }$| | Phase lag |
| |$\tau$| | Lag; dependent variable of c |
| |$A(t)$| | Signal A |
| |$B(t)$| | Signal B |
| |$C(f)$| | Measured cross-spectrum |
| |$c(\tau )$| | Correlation coefficient |
| D | Normalization for L |
| |$dT$| | Time resolution |
| |$F_{{\rm rms}}$| | Fractional RMS |
| f | Frequency; dependent variable of C, L, y |
| |$f_0$| | Midpoint for L |
| |$f_{seg}$| | Number of frequencies per segment |
| i | Imaginary number |
| |$L(f)$| | Lorentzian |
| m | Number of segments |
| N | Number of bins |
| n | Noise (in power spectra) |
| p | Power spectra |
| q | Formula shorthand in error on |$\gamma ^2_I$| |
| |$R_{{\rm rms}^2}$| | Fractional RMS normalization |
| S | Complex series |
| s | Signal (noiseless power spectra) |
| T | Observation length |
| t | Time; dependent variable of A, B, X |
| U | Amplitude (in power spectral calculations) |
| V | Normalization (in power spectral calculations) |
| |$X(t)$| | Inverse Fourier transform of |$y(f)$| |
| |$y(f)$| | Fourier transform of |$X(t)$| |
| |$\Gamma$| | Full-width at half-maximum for L |
| |$\gamma ^2_I(f)$| | Intrinsic coherence |
| |$\gamma _{\rm Model}$| | Model coherence |
| |$\Delta T_{samp}$| | Sampling interval |
| |$\delta$| | Lags |
| |$\delta _{\tau }$| | Time lags |
| |$\delta _{\phi }$| | Phase lag |
| |$\tau$| | Lag; dependent variable of c |
| |$A(t)$| | Signal A |
| |$B(t)$| | Signal B |
| |$C(f)$| | Measured cross-spectrum |
| |$c(\tau )$| | Correlation coefficient |
| D | Normalization for L |
| |$dT$| | Time resolution |
| |$F_{{\rm rms}}$| | Fractional RMS |
| f | Frequency; dependent variable of C, L, y |
| |$f_0$| | Midpoint for L |
| |$f_{seg}$| | Number of frequencies per segment |
| i | Imaginary number |
| |$L(f)$| | Lorentzian |
| m | Number of segments |
| N | Number of bins |
| n | Noise (in power spectra) |
| p | Power spectra |
| q | Formula shorthand in error on |$\gamma ^2_I$| |
| |$R_{{\rm rms}^2}$| | Fractional RMS normalization |
| S | Complex series |
| s | Signal (noiseless power spectra) |
| T | Observation length |
| t | Time; dependent variable of A, B, X |
| U | Amplitude (in power spectral calculations) |
| V | Normalization (in power spectral calculations) |
| |$X(t)$| | Inverse Fourier transform of |$y(f)$| |
| |$y(f)$| | Fourier transform of |$X(t)$| |
| |$\Gamma$| | Full-width at half-maximum for L |
| |$\gamma ^2_I(f)$| | Intrinsic coherence |
| |$\gamma _{\rm Model}$| | Model coherence |
| |$\Delta T_{samp}$| | Sampling interval |
| |$\delta$| | Lags |
| |$\delta _{\tau }$| | Time lags |
| |$\delta _{\phi }$| | Phase lag |
| |$\tau$| | Lag; dependent variable of c |
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