New methods for projecting enrollments within urban school districts

This dissertation models K-12 enrollment within an urban school district using two grade progression ratio (gpr)-based and two housing choice methods. The housing choice methods provide, for the first time, a new spatio-demographic model for projecting school enrollments by grade for any flexibly de...

Full description

Bibliographic Details
Main Author: Smith, Geoffrey Hutchinson
Other Authors: Rushton, Gerard
Format: Others
Language:English
Published: University of Iowa 2017
Subjects:
GIS
Online Access:https://ir.uiowa.edu/etd/5995
https://ir.uiowa.edu/cgi/viewcontent.cgi?article=7476&context=etd
id ndltd-uiowa.edu-oai-ir.uiowa.edu-etd-7476
record_format oai_dc
spelling ndltd-uiowa.edu-oai-ir.uiowa.edu-etd-74762019-10-13T05:00:06Z New methods for projecting enrollments within urban school districts Smith, Geoffrey Hutchinson This dissertation models K-12 enrollment within an urban school district using two grade progression ratio (gpr)-based and two housing choice methods. The housing choice methods provide, for the first time, a new spatio-demographic model for projecting school enrollments by grade for any flexibly defined set of individual catchment areas. All methods use the geocoded pattern of individual, address-matched, enrollments within the study district but are different in the way they model this data to estimate key parameters. The conventional method projects the intra-urban pattern of enrollment by assuming no change in grade progression ratios (gprs), which are themselves functions of enrollment change. The adaptive kernel ratio estimation (KRE) of local gprs successfully predicts local changes in gprs from three preceding two-year periods of gpr change. The two housing choice methods are based on different mixtures of a generalized linear and a periodic model, each of which use housing counts and characteristics. Results are clearly sensitive to these differences. Using the above predictions of gpr change, the adaptive KRE enrollment projections are 4.1% better than those made using the conventional model. The two housing choice models were 2.0% less accurate than the conventional model for the first three years of the projection but were 5.1% more accurate than this model for the fourth and fifth years of the projection. Limitations are discussed. These findings help close a major gap in the literature of small-area enrollment projections, shed new light on spatial dynamics collected at areas below the scale of the school district, and permit new kinds of investigations of urban/suburban school district demography. 2017-12-15T08:00:00Z dissertation application/pdf https://ir.uiowa.edu/etd/5995 https://ir.uiowa.edu/cgi/viewcontent.cgi?article=7476&context=etd Copyright © 2017 Geoffrey Hutchinson Smith Theses and Dissertations eng University of IowaRushton, Gerard Carrel, Margaret GIS kernel ratio estimation projection accuracy residential location choice school enrollment projections small area Geography
collection NDLTD
language English
format Others
sources NDLTD
topic GIS
kernel ratio estimation
projection accuracy
residential location choice
school enrollment projections
small area
Geography
spellingShingle GIS
kernel ratio estimation
projection accuracy
residential location choice
school enrollment projections
small area
Geography
Smith, Geoffrey Hutchinson
New methods for projecting enrollments within urban school districts
description This dissertation models K-12 enrollment within an urban school district using two grade progression ratio (gpr)-based and two housing choice methods. The housing choice methods provide, for the first time, a new spatio-demographic model for projecting school enrollments by grade for any flexibly defined set of individual catchment areas. All methods use the geocoded pattern of individual, address-matched, enrollments within the study district but are different in the way they model this data to estimate key parameters. The conventional method projects the intra-urban pattern of enrollment by assuming no change in grade progression ratios (gprs), which are themselves functions of enrollment change. The adaptive kernel ratio estimation (KRE) of local gprs successfully predicts local changes in gprs from three preceding two-year periods of gpr change. The two housing choice methods are based on different mixtures of a generalized linear and a periodic model, each of which use housing counts and characteristics. Results are clearly sensitive to these differences. Using the above predictions of gpr change, the adaptive KRE enrollment projections are 4.1% better than those made using the conventional model. The two housing choice models were 2.0% less accurate than the conventional model for the first three years of the projection but were 5.1% more accurate than this model for the fourth and fifth years of the projection. Limitations are discussed. These findings help close a major gap in the literature of small-area enrollment projections, shed new light on spatial dynamics collected at areas below the scale of the school district, and permit new kinds of investigations of urban/suburban school district demography.
author2 Rushton, Gerard
author_facet Rushton, Gerard
Smith, Geoffrey Hutchinson
author Smith, Geoffrey Hutchinson
author_sort Smith, Geoffrey Hutchinson
title New methods for projecting enrollments within urban school districts
title_short New methods for projecting enrollments within urban school districts
title_full New methods for projecting enrollments within urban school districts
title_fullStr New methods for projecting enrollments within urban school districts
title_full_unstemmed New methods for projecting enrollments within urban school districts
title_sort new methods for projecting enrollments within urban school districts
publisher University of Iowa
publishDate 2017
url https://ir.uiowa.edu/etd/5995
https://ir.uiowa.edu/cgi/viewcontent.cgi?article=7476&context=etd
work_keys_str_mv AT smithgeoffreyhutchinson newmethodsforprojectingenrollmentswithinurbanschooldistricts
_version_ 1719265362536562688