Russell
C.H. Cheng is Emeritus Professor of Operational Research in Mathematical Sciences,
Southampton University, UK.
Contact
Information
Please use
I rarely use my university email.
Brief
CV
Russell
Cheng is Emeritus Professor at Southampton having been Professor
of Operational Research and Head of the OR Group from 1999 to 2007, in the
School of Mathematics.
He obtained an MA and the
Diploma in Mathematical Statistics from Cambridge University, and a PhD from
University of Bath. He was previously Deputy Director of the Institute of
Mathematics and Statistics and Head of Management Science at the University of
Kent at Canterbury. He was Visiting Professor at the University of North
Carolina (UNC) at Chapel Hill in the academic year 1985-6.
He is author of over 140
publications on: Design and Analysis of Simulation Experiments, Non-standard
Parametric Estimation, Computer Generated Graphics, Optimal Control of
Industrial Processes, and Marine Simulation.
He is a former Fellow of the
Royal Statistical Society, a Fellow of the Institute of Mathematics and Its
Applications, and is a past Chairman of the United Kingdom Simulation Society. He is a past Board Member of EUROSIM,
the Federation of Simulation Societies in Europe.
He has been an Associate
Editor of Management Science and was Joint
Editor of the IMA Journal of Mathematics
Applied in Business and Industry, and then founding Editor of the IMA Journal of Management Mathematics
for which he received, in 2008, the IMA Certificate of Service.
He was Council member of the
INFORMS Simulation Society (2006-08) and received its Distinguished Service
Award in 2007 and the highest honour of the Society, the Lifetime Professional
Achievement Award in 2016. He received the, Beale Medal, the highest award of
the Operational Research Society, in 2018, presenting the Memorial Beale
Lecture in 2020.
He was the Consultant
Research Director of Norcontrol Imaging Systems Ltd, a subsidiary of Norcontrol
a.s., the largest manufacturer of marine simulators world-wide.
He is author of the book Non-Standard Parametric Statistical
Inference published in 2017 by Oxford University Press.
He is currently a course
lecturer in the UK National Taught Course Centre in Operational Research
(NATCOR) which delivers nationwide residential courses to UK research students
in OR and Management Science.
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NATCOR Simulation 2021: Bootstrapping
Winter Simulation 2015 Advanced
Tutorial Paper
NATCOR 2021 Bootstrapping Updated 7 July 2021
Guidance
Notes (Read this before the Course)
Lecture Notes
Slides
(PDF)
Slides
(MSWord)
Examples
Tutorial
Examples & Assessment
2
Parametric Bootstrap Example
5
TollBooth Uncertainties Example
6
TollBooth Uncertainties Assessment
SW21 Presymptomatic Covid-19 PowerPoint
Slides
SW21 Presymptomatic Covid-19 Conference
Paper
AAA Folder\SW23 PP Presentation 28 Mar 2023.ppt A
Study of the UK Covid Pandemic and World Climate Change with the
MultiWave Skew-Logistic process
SEIR Epidemic Model
This is a link to an Excel Workbook SEIR
Model for South Africa.
Here are Notes about the SEIR Model
and Its fitting to Data
Here are Notes about Infector-Infectee
Case History and Calculation
of the Reproduction Number R
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NATCOR 2019: Experimental Design and Analysis
Lecture Notes with four linked Excel Examples Lecture
Notes
Fitting Distributions
This link, FittingDistributionsVersion14
is to an Excel Workbook with VBA modules that can fit various different
continuous univariate distributions.
These include:
In version 14 also
The workbook can also
assess the goodness of fit using the Anderson-Darling test. The critical points
are calculated for the model being fitted using bootstrap resampling.
This App is based on my
WSC2011 paper downloadable here Cheng2011
==============================================================
Here is a link to the
Proceedings paper with live links: WSC09CC5
Here is a link to a Word
file with the text set out in presentation slide format, with active links: WSC09SlideFormatVersion
Fitting
Finite Mixture Distributions. The paper Cheng & Currie 2013 discusses
a Bayesian approach to this problem using Importance Sampling. There is an
accompanying App in which the approach is implemented. The application is run
by an Excel interface. The interface and application in zipped form can be
downloaded from here: FineMix
This is a folder containing all that is needed to use the App. It includes a
brief guide. |