| SESUG |
2025 |
Multiple Logistic Regression Using SAS and SPSS |
Amita Patil |
|
14 |
| SGF |
2020 |
Analyzing Non-normal Data: Application to Missing Data Problems |
Niloofar Ramezani |
source |
10 |
| SGF |
2020 |
Multinomial vs. Ordinal. Does model selection make a difference? for SAS Global Forum 2020 |
Corey Leadbeater |
source |
15 |
| SESUG |
2019 |
Advanced Statistical Modeling within Machine Learning and Big Data Analytics |
Niloofar Ramezani, George Mason |
source |
16 |
| WUSS |
2019 |
Ordinal vs. Multinomial: Does Model Selection Make a Difference? |
Corey Leadbeater |
source |
14 |
| SGF |
2019 |
Screening, Transforming, and Fitting Predictors for the Cumulative Logit Model |
Bruce S. Lund |
source |
21 |
| MWSUG |
2018 |
Screening, Transforming, and Fitting Predictors for Cumulative Logit Model |
Bruce S. Lund |
|
22 |
| SGF |
2017 |
Weight of Evidence Coding for the Cumulative Logit Model |
Bruce S. Lund |
source |
15 |
| SESUG |
2016 |
Analyzing non-normal data with categorical response variables |
Niloofar Ramezani, Allameh Tabataba'i |
source |
9 |
| MWSUG |
2016 |
A Demonstration of Various Models Used in a Key Driver Analysis |
Steven M. LaLonde |
|
17 |
| MWSUG |
2016 |
Weight of Evidence Coding and Binning of Predictors in Logistic Regression |
Bruce S. Lund |
|
16 |
| SGF |
2016 |
Analyzing Non-Normal Binomial and Categorical Response Variables under Varying Data Conditions |
Niloofar Ramezani |
source |
16 |
| SESUG |
2015 |
Prescription Opioid Use in the U.S. in 2012: Characterizing Sustained vs. Infrequent Use Using the Medical Expenditure Panel Survey |
Monika C. Lemke |
source |
16 |
| SGF |
2015 |
Addressing AML Regulatory Pressures by Creating Customer Risk Rating Models with Ordinal Logistic Regression |
Edwin Rivera, Jim West |
source |
12 |
| NESUG |
2010 |
Multinomial and ordinal logistic regression using SAS |
Peter L. Flom |
|
12 |
| WUSS |
2009 |
Using PROC LOGISTIC to Estimate Willingness to Pay for Fresh Produce |
Mikael Peterson |
source |
4 |
| NESUG |
2005 |
Logistic Regression: Ordinal and Nominal Outcomes |
Peter L. Flom |
|
9 |
| SUGI |
2005 |
Using the Proportional Odds Model for Health-Related Outcomes: Why, When, and How with Various SAS Procedures |
Marc Gameroff |
source |
8 |
| SUGI |
2002 |
Redesigning Experiments with Polychotomous Logistic Regression: A Power Computation Application |
Charles M. Vaughan, Serge Guzy |
source |
6 |
| NESUG |
2000 |
Ordinal Outcomes with the Continuation Ratio Model |
Melissa J. McGowan |
|
4 |