E. Renshaw

发表

Can Markov chain Monte Carlo be usefully applied to stochastic processes with hidden birth times

E. Renshaw, G. Gibson, 1998 .

Modelling biological populations in space and time: Spatial predator–prey systems

E. Renshaw, 1991 .

STOCHASTIC DIFFERENTIAL EQUATIONS

E. Renshaw, I. Gihman, A. Skorohod, 1974 .

Applications of Queueing Theory.

G. F. Newell, E. Renshaw, Eric Renshaw, 1983 .

Gibbs point processes for studying the development of spatial-temporal stochastic processes

E. Renshaw, A. Särkkä, 2001 .

Applying the saddlepoint approximation to bivariate stochastic processes.

E. Renshaw, Eric Renshaw, 2000, Mathematical biosciences.

Environmental Brownian noise suppresses explosions in population dynamics

X. Mao, E. Renshaw, G. Marion, 2002 .

Modelling biological populations in space and time: Predator–prey processes

E. Renshaw, 1991 .

The Interpretation of Process from Pattern Using Two‐Dimensional Spectral Analysis: Methods and Problems of Interpretation

E. Renshaw, E. D. Ford, E. Renshaw, 1983 .

The exploratory analysis of bivariate spatial point patterns using cross-spectra

Eric Renshaw, M. A. Mugglestone, M. Mugglestone, 1996 .

A practical guide to the spectral analysis of spatial point processes

Eric Renshaw, M. A. Mugglestone, M. Mugglestone, 1996 .

Spectral techniques in spatial analysis

Eric Renshaw, E. Renshaw, 1997 .

The autocovariance function for marked point processes: a comparison between two different approaches

Eric Renshaw, Rosa Capobianco, E. Renshaw, 1998 .

Two-dimensional spectral analysis for marked point processes

Eric Renshaw, E. Renshaw, 2002 .

Spectral tests of randomness for spatial point patterns

Eric Renshaw, Moira A. Mugglestone, M. Mugglestone, 2001, Environmental and Ecological Statistics.

The description of spatial pattern using two-dimensional spectral analysis

E. Renshaw, E. D. Ford, E. Renshaw, 1984, Vegetatio.

Inference for immigration-death processes with single and paired immigrants

Gavin J. Gibson, Eric Renshaw, E. Renshaw, 2001 .

The evolution of a single-paired immigration death process

E. Renshaw, C. Gillespie, 2008 .

Spatial—temporal marked point processes: a spectrum of stochastic models

E. Renshaw, 2009 .

Models of classical population statistics often figure prominently in the description

E. Renshaw, E. Jakeman, Sean Phayre, 1995 .

Interconnected population processes

E. Renshaw, 1973, Journal of Applied Probability.

Stochastic effects in a model of nematode infection in ruminants.

E. Renshaw, G. Gibson, G. Marion, 1998, IMA journal of mathematics applied in medicine and biology.

Royal-Statistical-Society Meeting on Chaos - Discussion

David S. Broomhead, Douglas W. Nychka, Eric Renshaw, 1992 .

The discrete uhlenbeck–ornstein process

E. Renshaw, 1987, Journal of Applied Probability.

E. Renshaw, R. Henderson, David Ford, 1984, Journal of Applied Probability.

The correlated random walk

E. Renshaw, R. Henderson, 1981, Journal of Applied Probability.

Interconnected population processes

E. Renshaw, 1973, Journal of Applied Probability.

The high-order autocovariance structure of the telegraph wave

E. Renshaw, 1988, Journal of Applied Probability.

Stepping stone models for population growth

E. Renshaw, 1974, Journal of Applied Probability.

Modelling biological populations in space and time

E. Renshaw, 1994 .

Waveforms and velocities for non-nearest-neighbour contact distributions

E. Renshaw, 1979, Journal of Applied Probability.

Spatial pattern of trees in kerangas forest, Sarawak

E. Renshaw, D. Newbery, E. F. Brünig, 1986, Vegetatio.

Acknowledgement

E. Renshaw, R. Henderson, David Ford, 1893, Behavioural Processes.

Markovian bulk-arriving queues with state-dependent control at idle time

Eric Renshaw, Anyue Chen, E. Renshaw, 2004, Advances in Applied Probability.

The M/M/1 queue with mass exodus and mass arrivals when empty

E. Renshaw, Anyue Chen, A. Chen, 1997, Journal of Applied Probability.

The spatial distribution of Tribolium confusum

E. Renshaw, 1980, Journal of Applied Probability.

Likelihood estimation for stochastic compartmental models using Markov chain methods

Gavin J. Gibson, Eric Renshaw, E. Renshaw, 2001, Stat. Comput..

A survey of stepping-stone models in population dynamics

Eric Renshaw, E. Renshaw, 1986, Advances in Applied Probability.

Stochastic Population Processes: Analysis, Approximations, Simulations

Eric Renshaw, E. Renshaw, 2011 .

Stochastic Population Processes

Eric Renshaw, E. Renshaw, 2011 .

Morphology of the Structural Root System of Sitka Spruce 1. Analysis and Quantitative Description

E. Renshaw, E. D. Ford, J. D. Deans, 1983 .

Epidemic Models, Spatial

Eric Renshaw, E. Renshaw, 2005 .

Estimating parameters in stochastic compartmental models using Markov chain methods

Gavin J. Gibson, Eric Renshaw, E. Renshaw, 1998 .

Birth, death and migration processes

E. Renshaw, 1972 .

Asymptotic behaviour of the stochastic Lotka-Volterra model

Eric Renshaw, Xuerong Mao, Sotirios Sabanis, 2003 .

The general correlated random walk

E. Renshaw, A. Chen, 1994, Journal of Applied Probability.

The Gillis–Domb–Fisher correlated random walk

Eric Renshaw, Anyue Chen, E. Renshaw, 1992, Journal of Applied Probability.

Morphology of the Structural Root System of Sitka Spruce 2. Computer Simulation of Rooting Patterns

E. Renshaw, E. D. Ford, E. Renshaw, 1983 .

The ice age cycle and the deglaciations: an application of nonlinear regression modelling

E. Renshaw, Geoffrey Boulton, E. Renshaw, 2000 .

An improved saddlepoint approximation.

Eric Renshaw, Colin S Gillespie, E. Renshaw, 2007, Mathematical biosciences.

A TOOL TO PREDICT THE IMPACT OF ANTHROPOGENIC NOISE ON FISH

T. Benson, E. Renshaw, Stephen D. Simpson, 2014 .

Stochastic point processes : statistical analysis, theory, and applications

Peter A. W. Lewis, E. Renshaw, P. Lewis, 1973 .

A simple saddlepoint approximation for the equilibrium distribution of the stochastic logistic model of population growth

Eric Renshaw, James H. Matis, Thomas R. Kiffe, 2003 .

Spatial heterogeneity and the stability of reaction states in autocatalysis.

Eric Renshaw, Xuerong Mao, Glenn Marion, 2002, Physical review. E, Statistical, nonlinear, and soft matter physics.

The analysis of marked point patterns evolving through space and time

Eric Renshaw, Aila Särkkä, E. Renshaw, 2006, Comput. Stat. Data Anal..

The development of space-time interaction processes with given spectral structure

E. Renshaw, E. Jakeman, Sean Phayre, 2000 .

Space-time generation of high intensity patterns using growth-interaction processes

Eric Renshaw, Carlos Comas, E. Renshaw, 2009, Stat. Comput..

Detection of geological lineations on aerial photographs using two-dimensional spectral analysis

Eric Renshaw, M. A. Mugglestone, M. Mugglestone, 1998 .

Tests of a scheme for regression retrieval and time‐space interpolation of stratospheric temperature from satellite measurements

E. Renshaw, R. Harwood, David Jackson, 1990 .

Estimating likelihoods for spatio-temporal models using importance sampling

Gavin J. Gibson, Eric Renshaw, Glenn Marion, 2003, Stat. Comput..

Birth-death processes with mass annihilation and state-dependent immigration

Eric Renshaw, Anyue Chen, E. Renshaw, 1997 .

Stochastic modelling of environmental variation for biological populations.

G Marion, E. Renshaw, G. Gibson, 2000, Theoretical population biology.

E. Renshaw, E. Jakeman, 1987 .

Analysis of forest thinning strategies through the development of space–time growth–interaction simulation models

Eric Renshaw, Jorge Mateu, Carlos Comas, 2009 .

Spatio-temporal stochastic modelling of Clostridium difficile.

E. Renshaw, G. Gibson, J. Starr, 2009, The Journal of hospital infection.

Discussion on the Meeting on Chaos

David S. Broomhead, Douglas W. Nychka, Eric Renshaw, 1992 .

THE HIGH-ORDER AUTOCOVARIANCE

E. Renshaw, 1988 .

A note on the recurrence of a correlated random walk

E. Renshaw, R. Henderson, David Ford, 1983, Journal of Applied Probability.

Competition Experiments for Light in a Plant Monoculture: An Analysis Based on Two-Dimensional Spectra

Eric Renshaw, E. Renshaw, 1984 .

Chaos in biometry.

E. Renshaw, 1994, IMA journal of mathematics applied in medicine and biology.

Modelling biological populations in space and time: Predator–prey processes

E. Renshaw, 1991 .

Markov branching processes with instantaneous immigration

Anyue Chen, E. Renshaw, E. Renshaw, 1990 .

E. Renshaw, R. Henderson, David Ford, 1984, Journal of Applied Probability.

The Markov Oscillation Problem in Discrete Time

E. Renshaw, Yonglong Dai, 2000 .

Waveforms and velocities for models of spatial infection

E. Renshaw, 1981, Journal of Applied Probability.

Velocities of propagation for stepping-stone models of population growth

E. Renshaw, 1977, Journal of Applied Probability.

Regularity and reversibility results for birth-death-migration processes

E. Renshaw, Yonglong Dai, 1997, Journal of Applied Probability.

Spatial dynamics of biological populations

E. Renshaw, 1975, Advances in Applied Probability.

Stepping stone models for population growth

E. Renshaw, 1974, Journal of Applied Probability.

Markov branching processes regulated by emigration and large immigration

Eric Renshaw, Anyue Chen, E. Renshaw, 1995 .

Existence, recurrence and equilibrium properties of Markov branching processes with instantaneous immigration

Eric Renshaw, Anyue Chen, E. Renshaw, 2000 .

Metropolis-Hastings from a stochastic population dynamics perspective

Eric Renshaw, E. Renshaw, 2004, Comput. Stat. Data Anal..