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Filtrage par: Advisor Peiris, Buddika Supprimer la restriction Advisor: Peiris, Buddika

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Résultats de recherche

A Meta-Analysis On Driver Safety and Cannabis Impairment

Créateur:

Fischer, Wesley T., Lambert, Nathaniel, and Rosen, Robert

Advisor:

Koutmos, Dimitrios, Peiris, Buddika, and Liang, Jianyu

Éditeur:

Worcester Polytechnic Institute

date créée:

2019-03-01

Resource Type:

Major Qualifying Project
A New Class of Elliptically Contoured Random Fields and Its Stochastic Orderings

Créateur:

Chen, Boming

Advisor:

Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2020-12-18

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences
Application of Meta Analysis on ROC Curve

Créateur:

Yang, Shuang

Advisor:

Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2021-05-06

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences
Comparing ROC Curves on Multiclass Classification for Predicting Quality of Wine

Créateur:

Zhang, Mengze

Advisor:

Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2021-05-06

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences
Classification of Bone Cements Using Multinomial Logistic Regression Method

Mot-clé:

Multinomial logistic regression, bone cement, and Classification

Créateur:

Wei, Jinglun

Advisor:

Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2018-04-29

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences
Predicting Average Annual Value of Free Agent Contracts in Major League Baseball

Mot-clé:

sabermetrics, sports, diagnostics, regression, Statistics, moneyball, and linear regression

Créateur:

Libsch, Anton I

Advisor:

Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2018-04-30

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences
Likelihood Inference for Order Restricted Models

Mot-clé:

Reversal, Cone order, Projection, Simple Order, Likelihood Methodology, Preservation, Cone Order Monotonicity, Tree Order, Stochastic Order., and Convex cones

Créateur:

Almazmomi, Afnan

Advisor:

Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2018-04-26

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences
Comparison Between Confidence Intervals of Multiple Linear Regression Model with or without Constraints

Mot-clé:

Confidence interval., Likelihood ratio test, Chi-bar-square distribution, and Least favorable distribution

Créateur:

Tao, Jinxin

Advisor:

Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2017-04-27

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences
Inference in Constrained Linear Regression

Mot-clé:

Restricted prediction interval, Least favorable distribution, Likelihood ratio test, and Chi-bar- square distribution

Créateur:

Chen, Xinyu

Advisor:

Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2017-04-27

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences
An Improved Meta-analysis for Analyzing Cylindrical-type Time Series Data with Applications to Forecasting Problem in Environmental Study

Mot-clé:

Generalized least square, Linear-circular regression, Covariance matrix, Time series, and Meta-analysis

Créateur:

Wang, Shuo

Advisor:

Kim, Sungsu and Peiris, Buddika

Éditeur:

Worcester Polytechnic Institute

date créée:

2015-04-27

Resource Type:

Thesis

Degree:

MS

Unit (Department):

Mathematical Sciences

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Collections

Masters Theses9
Major Qualifying Projects1

Year

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Current results range from 2015 to 2021

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Créateur

Almazmomi, Afnan1
Chen, Boming1
Chen, Xinyu1
Fischer, Wesley T.1
Lambert, Nathaniel1
plus Créateurs »

Advisor

Kim, Sungsu1
Koutmos, Dimitrios1
Liang, Jianyu1
Peiris, Buddika[remove]10

Contributor

Kim, Sungsu1
Peiris, Buddika6
Peiris, Thelge B.3

Major

Management Engineering1
Mathematical Sciences1
Mechanical Engineering1

Unit (Department)

Mathematical Sciences9

Éditeur

Worcester Polytechnic Institute10

Type de ressource

Thesis9
Major Qualifying Project1

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