The following publications are possibly variants of this publication:
- Jeffrey's divergence between autoregressive processes disturbed by additive white noisesLeo Legrand, Eric Grivel. sigpro, 149:162-178, 2018. [doi]
- Jeffrey's divergence between moving-average models that are real or complex, noise-free or disturbed by additive white noisesL. Legrand, Eric Grivel. sigpro, 131:350-363, 2017. [doi]
- Jeffrey's divergence between ARFIMA processesMahdi Saleh, Eric Grivel, Samir-Mohamad Omar. dsp, 82:175-186, 2018. [doi]
- Jeffrey's divergence between moving-average and autoregressive modelsLeo Legrand, Eric Grivel. icassp 2017: 4291-4295 [doi]
- Jeffrey's divergence between autoregressive moving-average processesLeo Legrand, Eric Grivel, Audrey Giremus. eusipco 2017: 1085-1089 [doi]
- Jeffrey's divergence between complex-valued sinusoidal processesEric Grivel, Mahdi Saleh, Samir-Mohamad Omar. eusipco 2017: 1659-1663 [doi]
- On Computing Jeffrey's Divergence Between Time-Varying Autoregressive ModelsClement Magnant, Audrey Giremus, Eric Grivel. spl, 22(7):915-919, 2015. [doi]
- Interpreting the asymptotic increment of Jeffrey's divergence between some random processesEric Grivel, Mahdi Saleh, Samir-Mohamad Omar. dsp, 75:120-133, 2018. [doi]
- Evaluating dissimilarities between two moving-average models: A comparative study between Jeffrey's divergence and Rao distanceLeo Legrand, Eric Grivel. eusipco 2016: 205-209 [doi]
- Process Comparison Combining Signal Power Ratio and Jeffrey's Divergence Between Unit-Power SignalsEric Grivel, Leo Legrand. gsi 2017: 532-540 [doi]
- Jeffrey's divergence for state-space model comparisonClement Magnant, Eric Grivel, Audrey Giremus, B. Joseph, L. Ratton. sigpro, 114:61-74, 2015. [doi]