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Issue Date
Title
Author(s)
2022
A Discontinuous Galerkin Method for Approximating the Stationary Distribution of Stochastic Fluid-Fluid Processes
Bean, N.
;
Lewis, A.
;
Nguyen, G.T.
;
O'Reilly, M.M.
;
Sunkara, V.
2012
A mathematical model of cell cycle progression applied to the MCF-7 breast cancer cell line
Simms, K.
;
Bean, N.
;
Koerber, A.
2008
Performance measures of a multi-layer Markovian fluid model
Bean, N.
;
O'Reilly, M.
2008
Algorithms for the Laplace–Stieltjes transforms of first return times for stochastic fluid flows
Bean, N.
;
O'Reilly, M.
;
Taylor, P.
2008
Markovian trees: properties and algorithms
Bean, N.
;
Kontoleon, N.
;
Taylor, P.
2013
Preface
Bean, N.
;
Pollett, P.
;
Ross, J.
;
Taylor, P.
2010
A stochastic fluid flow model of the operation and maintenance of power generation systems
Bean, N.
;
O'Reilly, M.
;
Sargison, J.
2010
Quasi-birth-and-death processes with rational arrival process components
Bean, N.
;
Nielsen, B.
2009
Hitting probabilities and hitting times for stochastic fluid flows the bounded model
Bean, N.
;
O'Reilly, M.
;
Taylor, P.
2013
A stochastic two-dimensional fluid model
Bean, N.
;
O'Reilly, M.
Discover
Author
12
Roughan, M.
9
Ross, J.
8
O'Reilly, M.
7
Taylor, P.
5
Flavel, A.
3
Arnold, J.
3
Dadej, A.
3
ICON 2007: IEEE International Con...
3
Mitchell, L.
3
Shaikh, A.
.
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Subject
3
Markov chain
2
ambient temperature
2
binary Rankine cycle
2
Community detection; Graph labell...
2
Humans
2
iBGP
2
Markovian fluid model
2
Quasi-birth-and-death process
2
Route prediction
2
Stochastic fluid model
.
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Date issued
3
2020 - 2022
36
2010 - 2019
17
2000 - 2009