Date of Award

Fall 11-21-2025

Document Type

Masters Capstone Project

Degree Name

M.S. in Geographic Information Sciences

Organizational Unit

College of Natural Science and Mathematics, Geography and the Environment

First Advisor

Steven Hick

Second Advisor

Keith Ratner

Copyright Statement / License for Reuse

All Rights Reserved
All Rights Reserved.

Keywords

Geographic information science, Linear regression, Poisson regression, Public transportation, Subway, Accessibility, Americans with Disabilities Act (ADA)

Abstract

This research analyzes the spatiotemporal relationship between explanatory variables and the frequency of downed elevator/escalator alerts at train stations on the Massachusetts Bay Transportation Authority’s (MBTA) Orange and Red lines. The data is from 2023. The null hypothesis is that there is no spatiotemporal pattern to the frequency/distribution of alerts. Generalized Linear Poisson Regression is used to model relationships across four time periods – the entire 2023 calendar year, Spring (January-April), Summer (May-August), and Fall (September-December). Results indicate that the null hypothesis can be rejected for all variables in Summer and Fall models but cannot be rejected for all variables in entire year and Spring models. Residual and Hot Spot analysis suggest that while technically significant, real-world effects of variable relationships (such as age and/or ridership levels impacting alert frequency) are miniscule.

Copyright Date

11-1-2025

Publication Statement

Copyright is held by the author. User is responsible for all copyright compliance.

Rights Holder

Maura Forde

Provenance

Received from Author

File Format

application/pdf

Language

English (eng)

Extent

69 pgs

File Size

10.4 MB



Share

COinS