ProfessorsProfessors of Georgia Institute of TechnologyDave Goldsman

Dave Goldsman

Georgia Institute of Technology

H-index: 43

North America-United States

About Dave Goldsman

Dave Goldsman, With an exceptional h-index of 43 and a recent h-index of 18 (since 2020), a distinguished researcher at Georgia Institute of Technology, specializes in the field of computer simulation, applied probability and statistics.

His recent articles reflect a diverse array of research interests and contributions to the field:

SQSTS: A Sequential Procedure for Estimating Steady-State Quantiles Using Standardized Time Series

A Fixed-Sample-Size Method for Estimating Steady-State Quantiles

Cost-efficient fixed-width confidence intervals for the difference of two Bernoulli proportions

Predicting a kidney transplant patient’s pre-transplant functional status based on information from waitlist registration

Efficient confidence intervals for the difference of two Bernoulli distributions’ success parameters

A Sequential Method for Estimating Steady-State Quantiles Using Standardized Time Series

A simulation-optimization framework to improve the organ transplantation offering system

Geometric-moment contraction of G/G/1 waiting times

Dave Goldsman Information

University	Georgia Institute of Technology
Position	Professor of Industrial and Systems Engineering
Citations(all)	8449
Citations(since 2020)	1295
Cited By	7654
hIndex(all)	43
hIndex(since 2020)	18
i10Index(all)	112
i10Index(since 2020)	30
Email	Access Email
University Profile Page	Georgia Institute of Technology
Google Scholar	View Google Scholar Profile

Dave Goldsman Skills & Research Interests

computer simulation

applied probability and statistics

Top articles of Dave Goldsman

Title	Journal	Author(s)	Publication Date
SQSTS: A Sequential Procedure for Estimating Steady-State Quantiles Using Standardized Time Series	Technical report	Athanasios Lolos J Haden Boone Christos Alexopoulos David Goldsman Kemal Dinçer Dingeç ...	2023
A Fixed-Sample-Size Method for Estimating Steady-State Quantiles		Athanasios Lolos Christos Alexopoulos David Goldsman Kemal Dinçer Dingeç Anup C Mokashi ...	2023/12/10
Cost-efficient fixed-width confidence intervals for the difference of two Bernoulli proportions	Journal of Simulation	Ignacio Erazo David Goldsman Yajun Mei	2023/11/19
Predicting a kidney transplant patient’s pre-transplant functional status based on information from waitlist registration	Scientific Reports	Ethan Mark David Goldsman Brian Gurbaxani Pinar Keskinocak Joel Sokol	2023/4/15
Efficient confidence intervals for the difference of two Bernoulli distributions’ success parameters	Journal of Simulation	Ignacio Erazo David Goldsman	2023/1/2
A Sequential Method for Estimating Steady-State Quantiles Using Standardized Time Series		Athanasios Lolos J Haden Boone Christos Alexopoulos David Goldsman Kemal Dinçer Dingeç ...	2022/12/11
A simulation-optimization framework to improve the organ transplantation offering system		Ignacio Erazo David Goldsman Pinar Keskinocak Joel Sokol	2022/12/11
Geometric-moment contraction of G/G/1 waiting times		Kemal Dinçer Dingeç Christos Alexopoulos David Goldsman Athanasios Lolos James R Wilson	2022/12/1
Geometric-moment contraction, stationary processes, and their indicator processes		K Dingeç D Goldsman C Alexopoulos A Lolos JR Wilson	2022
Systems and methods for predictive organ transplant survival rates			2020/4/16
A First Course in Probability and Statistics	EDX/Georgia Tech	David Goldsman Paul Goldsman	2020
Steady-state quantile estimation using standardized time series		Christos Alexopoulos Joseph H Boone David Goldsman Athanasios Lolos Kemal Dinçer Dingeç ...	2020/12/14