Ultra high frequency integrated circuits using transferred substrate heterojunction bipolar transistors. - Mark J. W. Rodwell; Q. Lee; Dino Mensa; J. Guthrie; Yoram Betser; Suzanne C. Martin; R. P. Smith; S. Jaganathan; Thomas Mathew; P. Krishnan; C. Serhan; Stephen I. Long (ISCAS (2), 1999)

48-GHz digital ICs and 85-GHz baseband amplifiers using transferred-substrate HBT's. - Dino Mensa; Rajasekhar Pullela; Q. Lee; J. Guthrie; Suzanne C. Martin; R. P. Smith; S. Jaganathan; Thomas Mathew; Bipul Agarwal; Stephen I. Long; Mark J. W. Rodwell (IEEE J. Solid State Circuits, 1999)

Comparison of Approximation Methods for Computing Tolerance Factors for a Multivariate Normal Population. - K. Krishnamoorthy; Thomas Mathew (Technometrics, 1999)

Analysis of Variance in Statistical Image Processing. - Ranjan Maitra; Thomas Mathew (Technometrics, 2000)

An 18-GHz continuous-time Σ-Δ analog-digital converter implemented in InP-transferred substrate HBT technology. - Shrinivasan Jaganathan; Sundararajan Krishnan; Dino Mensa; Thomas Mathew; Yoram Betser; Yun Wei; Dennis W. Scott; Miguel Urteaga; Mark J. W. Rodwell (IEEE J. Solid State Circuits, 2001)

The Analysis of Variance. - Thomas Mathew (Technometrics, 2001)

Comments on Chiang (2001). - Hari Iyer; Thomas Mathew (Technometrics, 2002)

One-Sided Tolerance Limits in Balanced and Unbalanced One-Way Random Models Based on Generalized Confidence Intervals. - K. Krishnamoorthy; Thomas Mathew (Technometrics, 2004)

Generalized p Values and Confidence Intervals for Variance Components: Applications to Army Test and Evaluation. - Thomas Mathew; David W. Webb (Technometrics, 2005)

A parametric bootstrap approach for ANOVA with unequal variances: Fixed and random models. - K. Krishnamoorthy; Fei Lu 008; Thomas Mathew (Comput. Stat. Data Anal., 2007)

Generalized confidence intervals for process capability indices. - Thomas Mathew; George Sebastian; K. M. Kurian (Qual. Reliab. Eng. Int., 2007)

Normal-Based Methods for a Gamma Distribution - Prediction and Tolerance Intervals and Stress-Strength Reliability. - K. Krishnamoorthy; Thomas Mathew; Shubhabrata Mukherjee (Technometrics, 2008)

Gene Set Analysis with Covariates. - Ionut Bebu; Françoise Seillier-Moiseiwitsch; Jing Wu; Thomas Mathew (BIBE, 2010)

Inference for the Lognormal Mean and Quantiles Based on Samples With Left and Right Type I Censoring. - K. Krishnamoorthy; Avishek Mallick; Thomas Mathew (Technometrics, 2011)

Fiducial-based tolerance intervals for some discrete distributions. - Thomas Mathew; Derek S. Young (Comput. Stat. Data Anal., 2013)

Generalized prediction intervals for BLUPs in mixed models. - Jinadasa Gamage; Thomas Mathew; Samaradasa Weerahandi (J. Multivar. Anal., 2013)

Noise Multiplication for Statistical Disclosure Control of Extreme Values in Log-normal Regression Samples. - Martin Klein 006; Thomas Mathew; Bimal Sinha (J. Priv. Confidentiality, 2014)

An optimal test for variance components of multivariate mixed-effects linear models. - Subhash Aryal; Dulal K. Bhaumik; Thomas Mathew; Robert D. Gibbons (J. Multivar. Anal., 2014)

Pointwise and Simultaneous Tolerance Limits Under Logistic Regression. - Zachary Zimmer; DoHwan Park; Thomas Mathew (Technometrics, 2014)

Central tolerance regions and reference regions for multivariate normal populations. - Xiaoyu Dong; Thomas Mathew (J. Multivar. Anal., 2015)

Parametric cost-effectiveness inference with skewed data. - Ionut Bebu; George Luta; Thomas Mathew; Paul A. Kennedy; Brian K. Agan (Comput. Stat. Data Anal., 2016)

Tolerance limits under normal mixtures: Application to the evaluation of nuclear power plant safety and to the assessment of circular error probable. - Zachary Zimmer; DoHwan Park; Thomas Mathew (Comput. Stat. Data Anal., 2016)

On the Assessment of Average Biosimilarity Based on a Three-Arm Parallel Design. - Ginto Jacob Pottackal; Thomas Mathew (J. Stat. Theory Appl., 2017)

Confidence limits for compliance testing using mixed acceptance criteria. - Pasan M. Edirisinghe; Thomas Mathew; T. S. G. Peiris (Qual. Reliab. Eng. Int., 2020)

Tolerance limits under zero-inflated lognormal and gamma distributions. - Zachary Zimmer; DoHwan Park; Thomas Mathew (Comput. Math. Methods, 2021)