On the exponential functional of Markov additive processes, and applications to multi-type self-similar fragmentation processes and trees
R Stephenson - arXiv preprint arXiv:1706.03495, 2017 - arxiv.org
A Markov Additive Process is a bi-variate Markov process $(\xi, J)=\big ((\xi_t, J_t),
t\geq0\big) $ which should be thought of as a multi-type L\'evy process: the second …
t\geq0\big) $ which should be thought of as a multi-type L\'evy process: the second …
[PDF][PDF] On the exponential functional of Markov Additive Processes, and applications to multi-type self-similar fragmentation processes and trees
R Stephenson - ALEA, 2018 - alea.math.cnrs.fr
Markov Additive Processes are bi-variate Markov processes of the form (ξ, J)=((ξt, Jt), t⩾ 0)
which should be thought of as a multi-type Lévy process: the second component J is a …
which should be thought of as a multi-type Lévy process: the second component J is a …
On the exponential functional of Markov Additive Processes, and applications to multi-type self-similar fragmentation processes and trees
R Stephenson - ALEA: Latin American Journal of Probability and …, 2018 - ora.ox.ac.uk
A Markov Additive Process is a bi-variate Markov process $(\xi, J)=\big ((\xi_t, J_t),
t\geq0\big) $ which should be thought of as a multi-type L\'evy process: the second …
t\geq0\big) $ which should be thought of as a multi-type L\'evy process: the second …
[PDF][PDF] On the exponential functional of Markov Additive Processes, and applications to multi-type self-similar fragmentation processes and trees
R Stephenson - ALEA, 2018 - scholar.archive.org
Markov Additive Processes are bi-variate Markov processes of the form (ξ, J)=((ξt, Jt), t⩾ 0)
which should be thought of as a multi-type Lévy process: the second component J is a …
which should be thought of as a multi-type Lévy process: the second component J is a …
On the exponential functional of Markov Additive Processes, and applications to multi-type self-similar fragmentation processes and trees
R Stephenson - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
Abstract A Markov Additive Process is a bi-variate Markov process $(\xi, J)=\big ((\xi_t, J_t),
t\geq0\big) $ which should be thought of as a multi-type Lévy process: the second …
t\geq0\big) $ which should be thought of as a multi-type Lévy process: the second …
[PDF][PDF] On the exponential functional of Markov Additive Processes, and applications to multi-type self-similar fragmentation processes and trees
R Stephenson - ALEA, 2018 - alea.impa.br
Markov Additive Processes are bi-variate Markov processes of the form (ξ, J)=((ξt, Jt), t⩾ 0)
which should be thought of as a multi-type Lévy process: the second component J is a …
which should be thought of as a multi-type Lévy process: the second component J is a …
On the exponential functional of Markov Additive Processes, and applications tomulti-type self-similar fragmentation processes and trees.
R Stephenson - ALEA. Latin American Journal of Probability …, 2018 - search.ebscohost.com
Abstract Markov Additive Processes are bi-variate Markov processes of the form (Ϊ, J)=((Ϊt, J<
sub> t</sub>), t≥ 0) which should be thought of as a multi-type Lévy process: the second …
sub> t</sub>), t≥ 0) which should be thought of as a multi-type Lévy process: the second …
[PDF][PDF] On the exponential functional of Markov Additive Processes, and applications to multi-type self-similar fragmentation processes and trees
R Stephenson - ALEA, 2018 - alea.math.cnrs.fr
Markov Additive Processes are bi-variate Markov processes of the form (ξ, J)=((ξt, Jt), t⩾ 0)
which should be thought of as a multi-type Lévy process: the second component J is a …
which should be thought of as a multi-type Lévy process: the second component J is a …