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Continuous-time Markov chains

Abate and Whitt [1]

Anisimov and Pushkin [9]

Breyer and Roberts [45]

Buiculescu [50]

Buiculescu [53]

Callaert [54]

Chen and Strook [62]

Coolen-Schrijner, Hart and Pollett [75]

Darlington and Pollett [82]

Darroch and Seneta [84]

Elmes, Pollett and Walker [92]

Elmes, Pollett and Walker [93]

Ferrari, Martínez and Picco [104]

Ferrari, Kesten, Martínez and Picco [100]

Flaspohler [108]

Gray, Pollett and Zhang [129]

Hart and Pollett [140]

Hart and Pollett [139]

Hart and Pollett [141]

Hart, Martínez and San Martín [138]

Jacka and Roberts [154]

Kijima [178]

Kijima [177]

Kijima [179]

Kingman [190]

Kingman [189]

Ledoux [212]

Ledoux, Rubino and Sericola [213]

Li and Xiao [216]

Lin, Zhang and Hou [221]

Mei and Lin [235]

Moler, Plo and San Miguel [236]

Nair and Pollett [241]

Nair and Pollett [240]

Pakes [264]

Pakes [268]

Pollett [287]

Pollett [290]

Pollett [291]

Pollett [294]

Pollett [298]

Pollett [299]

Pollett [304]

Pollett [306]

Pollett and Roberts [310]

Pollett and Vere-Jones [313]

Pollett and Zhang [314]

Seneta and Tweedie [334]

Sirl [345]

Tweedie [366]

Tweedie [367]

Vere-Jones [389]

Walker [390]

Waugh [393]

Wu [394]

Wu [395]

Wu [396]

Yong [399]


next up previous
Next: Semi-Markov and Markov-renewal processes Up: General theory Previous: Discrete-time Markov chains
Phil Pollett 2010-07-17