Marja Tammilehto-Luode, Statistics Finland

Slides:



Advertisements
Similar presentations
Time for a new Tandem? Marja Tammilehto-Luode. Bled 20082Marja Tammilehto-Luode Time for a new Tandem Reflections of the study about grids and blobs Tandem.
Advertisements

Three challenges: social applications I cannot achieve without GIS Ludi Simpson, Bradford Council and CCSR, University of Manchester.
Conversions from national grid data to harmonized European grid data EFGS Lisbon October 2011 Production and challenges Rina Tammisto, Senior Statistician,
Zone design methods for epidemiological studies Samantha Cockings, David Martin Department of Geography University of Southampton, UK Thanks to: Arne Poulstrup,
Department of Geography University of Portsmouth Fundamentals of GIS: What is GIS? Dr. Ian Gregory, Department of Geography, University of Portsmouth.
A zone design approach for investigating inequalities in infant mortality Konstantinos Daras (University of East Anglia) Seraphim Alvanides (University.
International Forum on Metropolitan Statistics - Beijing 2008, , Andreas Gleich, City of Augsburg (Germany) The statistical territorial structure.
David Martin Department of Geography University of Southampton 2001 Census: the emergence of a new geographical framework.
University of Wisconsin-Milwaukee Geographic Information Science Geography 625 Intermediate Geographic Information Science Instructor: Changshan Wu Department.
Gridded Population Workshop: New York: May 2000 High resolution and local scale: national population surface models from the UK Censuses David Martin Department.
The Spatial Scale of Residential Segregation in Northern Ireland, 1991–2001 Chris Lloyd 1, Ian Shuttleworth 1 and David Martin 2 1 School of Geography,
Lisbon, 12th October 2011 Creating 2001 to 2011 population grids using Census Geography Bart-Jan Schoenmakers Department of Methodology and Information.
Seminar on “Spatial statistics” Session 1: Use of statistical grids in official statistics Conference of European Statisticians, Paris, Fifty-eighth plenary.
Health Datasets in Spatial Analyses: The General Overview Lukáš MAREK Department of Geoinformatics, Faculty.
1 Guidelines for production and steps towards harmonisation Marja Tammilehto-Luode Population Statistics Statistics Finland FI Statistics Finland.
GEOG3025 Administrative and statistical geographies.
Raster data models Rasters can be different types of tesselations SquaresTrianglesHexagons Regular tesselations.
Geostatistics and maps A tentative plan for a project European Forum for Geostatistics, October 2008.
Procedure to Compare Numerical Simulation of Geophysical Flow with Field Data Laércio M. Namikawa Geo559 - Spring2004.
INSTITUTO NACIONAL DE ESTATÍSTICA Census 2011 Mapping Portuguese Process United Nations EGM on Contemporary Practices in Census Mapping and Use of GIS.
1 1 Geographic characteristics Proposal for 2020 CES recommendations Group of Experts on Population and Housing Censuses Geneva 23 – 26 September 2014.
Lessons Learned from the production of Gridded Population of the World Version 4 (GPW4) Columbia University, CIESIN, USA EFGS October 2014.
A growing demand for small area statistics. How to make demand and supply meet? Asta Manninen, Pilar Martin-Guzmán and Derek Bond CESS Budapest, 20 – 21.
ZAMBIA CENSUS MAPPING PRESETATION
ESPON THE MODIFIABLE AREA UNIT PROBLEM
TerraPop Goals Lower barriers to conducting interdisciplinary human-environment interactions research by making data with different formats from different.
(Dublin, Ireland, April 2014)
Review of ecosystem condition indicators
Lecture 6 Implementing Spatial Analysis
The future of the LMAs from the Commission's perspective
Data Collection for Sub-national Statistics (Labour Market Areas)
Proximity to airports via the road network
European Commission EUROSTAT E4
England and Wales Grid Map
By Lewis Dijkstra, PhD Deputy Head of the Economic Analysis Unit,
Zone design methods for epidemiological studies
Demography, GISCO and Regional Statistics
SIRE and LAU Local Administrative Units
The Work programme
The Tandem Consortium, M T-L
The Tandem Consortium, M T-L
Country report - Finland
Spatial data needs in EU Regional Policy
Geography 413/613 Lecturer: John Masich
Spatial interpolation
Work Package 2 - Geostatistics Marja Tammilehto-Luode
Potential Accessibility Indicators to Schools
NUTS Pilot studies Torbiörn Carlquist Eurostat - unit E4 / GISCO
TerraPop Goals Lower barriers to conducting interdisciplinary human-environment interactions research by making data with different formats from different.
Geographical Information Systems for Statistics Mar 2007
GISCO Torbiörn Carlquist Statistical Office of the European Commission
Technical guidance for grid based provision of data for MSFD reporting
Rural Urban classification based on Grids following OECD Definition
GEOSTAT 1B – presentation of the call for proposals
Statistical units in the public sector
The Statistics Canada population centre and rural area definition and the proposed European and Global version of the degree of urbanization: a short comparative.
INTRODUCTION TO SPATIAL ANALYSIS
Defining Labour Market Areas (LMAs) in Bulgaria based on the EU method
Evolution of Urban Audit
Local Administrative Units
Collection and dissemination of data geo-referenced to a 1km² grid Item 3.2 of the draft agenda DSS Meeting 1 and 2 March 2018.
The GEOSTAT project Work Package 2 Geostatistics Working Party/Meeting
Martin Szibalski Grid Data in Official Statistics of Europe A Survey about the Storage, Analysis and Publication of Census Data and Business Statistics.
How geospatial information adds value to existing sub-national data and territorial typologies Valeriya Angelova-Tosheva, Eurostat,
The method of harmonised Labour Market Areas in Europe
Regional accessibility indicators: developments and perspectives
Functional geographies through the package LabourMarketAreas
UK Labour Market Areas and Rural Urban Characteristics
How to GEOSTAT census data?
Merging statistics and geospatial information Grants 2012
Presentation transcript:

Summary of Work Packages 2-3: A Theoretical Assessment and A Practical Assessment Marja Tammilehto-Luode, Statistics Finland Philippe Guiblin, Office of National Statistics, United Kingdom GISCO Working Party 25 October 2001

Plan for the presentation Point of departure The two parallel approaches Methods Tests with empirical data Results GISCO Working Party 25 October 2001

Point of departure: A need for more comparable territorial divisions for statistics Why? to visualise data more effectively to combine and compare data on different spatial units to combine or compare data on different spatial scales to make better statistical/spatial analysis of data (to test spatial patterns and trends GISCO Working Party 25 October 2001

Finland 20 NUTS3-areas Belgium 45 NUTS3-areas GISCO Working Party 25 October 2001

Objectives to find alternative comparable building blocks/territorial division for European system of small area statistics to summarise studies of theoretical assessments of systems of statistics by regular and irregular tessellation to present a practical pilot study -to product grids and blobs -to test their capabilities -to test both systems with the same user case GISCO Working Party 25 October 2001

The study of two parallel approaches Regular tessellation approach Statistics Finland’s responsibility study of methods to construct grid-based statistics tests of candidate methods with empirical data construction of a prototype tests on a prototype with a user case Irregular tessellation approach Office of National Statistics in UK’s responsibility study of methods of zoning design tests with ZDES (Zone Design System) by Leeds University with empirical data tests on a prototype with a user case GISCO Working Party 25 October 2001

Irregular tessellation From diversified input areas to harmonised building blocks and comparative output areas Regular tessellation Irregular tessellation Input areas Building blocks Output areas GISCO Working Party 25 October 2001

Towards a system of grid-based statistics Methods -Points to grid cells - need for best practices -Polygons to grid cells - different methods give different results - need for standardisation Size of a grid cell dependent on -quality of data -confidential grid cells -scale of the study -compatibility of different kind of source data -disk space, processing speed Map projection -rectangular -common geo-reference system - with a same origin GISCO Working Party 25 October 2001

Towards a system of polygon-based statistics Optimum grouping of the source areas -equal values of selected variable (population) -similar degree of heterogeneity (homogeneity) -weighted accessibility on certain input variable (shape) The automated zone design program (Openshaw 1977) -optimising an objective function -optimising under constraints Design functions -equality population zoning -shape design function -homogeneity design function -correlation -, distance -, spatial autocorrelation functions GISCO Working Party 25 October 2001

Test areas and data sets The Finnish data sets cover the Helsinki region -56 municipalities, 168 postal code areas and 168 grid-squares (10 km x 10 km) and 13 003 grid-squares (1 km x 1 km) -1998 census population counts of each area level The British data set covers the region of Wales and sub set of the county of the South Glamorgan -6376 EDs for the Wales and 817 EDs for the South Glamorgan -1991 census population counts by EDs GISCO Working Party 25 October 2001

Tests: Data from two countries, different types of geo-references, different types of variables grids tests of candidate algorithms to convert polygon-based data to grids construction of prototype visualisation of results delineation of urban areas blobs (polygons) tests of zone function with constraints of equal population and a single weighted shape construction of prototypes visualisation of results delineation of urban areas GISCO Working Party 25 October 2001

Building up a system of grids - Results From points to grids -Description of best practices From polygons to grids -Regiongrid-algorithm maintains the original data structure - similar statistics to ‘real grids’ -Larger grids keep the structure better than smaller -Polygrid and Pointgrids algorithms overestimate data to small grids and underestimate data in larger grids Delineation of Urban areas -The urban area by 1km x 1km grids is 45% smaller than that defined using the data on NUTS5 areas in Finland - The urban area of the UK test area, South Glamorgan is a little bit larger by 1km x 1km building blocks than by NUTS5 areas GISCO Working Party 25 October 2001

GISCO Working Party 25 October 2001

GISCO Working Party 25 October 2001

GISCO Working Party 25 October 2001

GISCO Working Party 25 October 2001

GISCO Working Party 25 October 2001

Building up a system of blobs Software -Visual Basic program, AZM, developed by David Martin (Southampton University) Constraints -only equal population zoning and a shape constraints - perimeter squared/area were used -no other source of heterogeneity was considered such as geography and/or social class Delineation of Urban areas - Production of an ‘optimised’ boundary system GISCO Working Party 25 October 2001

AZP Case Study: Cardiff Area Input Areas : 818 ED’s min. pop: 64 max. pop: 1030 Design Constraints Thresholds: Target pop.: 500 Min. pop. : 1500, Homogeneity : off Shape: on Automated Output Area Design (AZP) Building Blocks min.pop: 500 max. pop: 1909 Delineation of Urban / Rural Areas GISCO Working Party 25 October 2001

AZP on South Glamorgan Enumeration District Input Areas GISCO Working Party 25 October 2001

AZP on South Glamorgan Enumeration District Building Blocks GISCO Working Party 25 October 2001

Enumeration Districts Urban / Rural Delimitation AZP on South Glamorgan Enumeration Districts Urban / Rural Delimitation GISCO Working Party 25 October 2001

Urban / Rural Delimitation AZP on Helsinki post-codes Urban / Rural Delimitation GISCO Working Party 25 October 2001

GISCO Working Party 25 October 2001

Results and deliverables Reports of theoretical and technical assessment of two alternative building blocks for a system of geo-statistics of Europe Prototypes of grid (regular)-based and polygon(irregular)-based statistical system Results of delineation of urban areas with the building blocks Recommendations GISCO Working Party 25 October 2001

Conclusions - grid-based statistics A lot of advantages - a relevant alternative The critical points - characteristics of input data - what is a optimum/minimum size of the grid - what is a projection system Harmonised methods for converting grids needed The resultant grid size should be the same or coarser than the one for the input data The common georeferenced system needed - UTM applicable projection system Confidentiality problems - special disclosure control methods needed GISCO Working Party 25 October 2001

Conclusions - polygon-based statistics Advantages of the zoning design approach Software available and technical feasible for the whole of Europe Theoretically can be used for any level of geography During the tests some problems with the great numbers of input areas - the more areas the greater the number of possible combinations and thus the more time needed for processing Face the definition of optimality (optimisation of an objective function) Using multiple objective functions makes it more difficult to find a good optimum GISCO Working Party 25 October 2001

Conclusions - both approaches Both methods propose their own way to harmonise data production To perform well both approaches: - Need the provision of a ‘good’ initial set of areal units - Need to incorporate confidentiality restrictions (for the dissemination of statistics) - Face the definition of optimality (e.g. optimal grid-size, optimisation of an objective function) Need to deal with limitations due to processing speed and disk space Need a good GIS software environment GISCO Working Party 25 October 2001

Conclusions - future studies Tests with more /different data sets -different variables -different kind of georeferences -different scale of analysis Development of methods -polygons to grids -AZM Case studies -to compare results with those by administrative areas -to make analysis which are not possible by administrative areas GISCO Working Party 25 October 2001

marja.tammilehto-luode@stat.fi philippe.guiblin@ons.gov.uk GISCO Working Party 25 October 2001