Department of Mathematical
Sciences 

Professor Hokwon Cho, Ph.D. 

Research & Publications 


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This
page provides a list of selected publications – book and articles.
Preprints and reprints are available. Some of the working papers and projects
are not shown here, but it will be updated as they are ready. 



I. Books and
Monographs 

§ Introduction
to Regression Analysis. (2004) Wessex Institute of
Technology, WIT press, 452pp+xiv. ISBN:
1853126241, Southampton, United Kingdom. (with M. Golberg). − Revised
and Updated Edition
(2010). ISBN: 9781853126246, 3^{rd} printing. 

II. Selected Journal
Articles 

Journal Articles (Peerreviewed) § Twostage procedure of inference for risk ratio. (2016) Submitted. (with Z. Wang). § On fixedwidth confidence limits for the risk
ratio with sequential sampling. (2016) Submitted. (with Z. Wang). § Approximate confidence limits for the
ratio of two binomial variates with unequal sample
sizes, Communications for Statistical
Applications and Methods. (2013) 20 (5) 347356.
§ Statistical
identification in multinomial models with sequential sampling, American Journal of Mathematical
and Management Sciences. (2009) 29 (1&2) 139156. § Milton
Sobel – A precious name remains everlasting
in my statistics career. American Journal of Mathematical
and Management Sciences. (2009) 29 (1&2) 2530. § Sequential confidence limits for the ratio of two
binomial proportions, International Journal of
Statistics and Management System, (2008) 3 (12) 2642. (with Z. Govindarajulu). § Sequential RiskEfficient Estimation for the Ratio of Two
Binomial Proportions, Journal of
Statistical Planning and Inference, (2007) 127 (7) 23362346. § Some comments on mitigating the illconditioning of the
method of fundamental solutions, Engineering
Analysis with Boundary Elements, (2006) 30 (5) 405410. (with C.S. Chen and M. Golberg). § Riskefficient
sequential estimation of the number of multinomial cells, Communications
in Statistics  Theory and Methods, (2004) 33 (9) 21592174. (with Z. Govindarajulu). § Trefftz
methods for time dependent partial differential equations, CMC: Computer, Materials and Continua, (2004) 1 (1) 138. (with M. Golberg, A. Muleshkov and X.
Li). § Sequential
confidence intervals for the number of cells in a multinomial population, Statistics, (2004) 38
(4) 357370. (with Z. Govindarajulu).
§ Inversetype
sampling procedure for estimating the number of multinomial classes, Sequential
Analysis, (2003) 22
(4) 307324. § Sequential
estimation of the number of multinomial cells, American Journal of Mathematical
and Management Sciences, (2002) 22, (12) 1530. (with Z. Govindarajulu). Working Papers (In progress) § Twostage procedure for fixedwidth confidence
intervals for the risk ratio. § Zeroinflated time series model. § Testing multinomial categories with sequential
sampling. § Generalization of coupon collection models. 

III. Research &
Projects 

Research Projects § TwoStage Procedure for the Ratio of Two Binomial
Samples. § RankingandSelection Methodologies and Statistical
Learning Theory. § Linear models  Regression models, EIV model, Quantile regression, Model misspecification. § Inference on Mixed Model with Heavytailed
Distributions. § Radial Basis Functions and Methods Fundamental
Solutions. Research Grant Proposals § TwoStage Procedure for the Risk Ratio § Testing the Goodnessoffit for Multinomial
Categories. § Applications of Dirichlet
Integrals to Extended Multinomial Problems. Book/Monograph Projects § Statistical Decision Theory &
Related Topics  Recent Developments and Learning Theory –
Modern Theory, Paradigms, Philosophy and Applications. Introductory
graduatelevel textbook or research monograph. § Modern Regression Analysis
& Linear Modeling –
More comprehensive contents with recent developments of theory and method.
Introductory graduatelevel textbook or research monograph. § Introduction to Mathematical Statistics
 Theory and Applications – A precise
undergraduate senior level or introductory graduatelevel textbook or for
researchers in statistical methods. 

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