United Nations Economic Commission for Europe Statistical Division The Generic Statistical Business Process Model Steven Vale, UNECE METIS Workshop, Lisbon, 11-13 March 2009
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United Nations Economic Commission for Europe Statistical Division The Generic Statistical Business Process Model Steven Vale, UNECE METIS Workshop, Lisbon, 11-13 March 2009 Aim of Session 1 To finalize the model Contents • • • • • Presentation of the model Wider context National implementations Detailed discussions Summary and conclusions Steven Vale - UNECE Statistical Division Slide 2 Background Defining and mapping business processes in statistical organisations started at least 10 years ago “Statistical value chain” • “Survey life-cycle” • “Statistical process cycle” • “Business process model” • Steven Vale - UNECE Statistical Division Slide 3 Background Defining and mapping business processes in statistical organisations started at least 10 years ago “Statistical value chain” • “Survey life-cycle” • “Statistical process cycle” • “Business process model” • X X X X Generic Statistical Business Process Model Steven Vale - UNECE Statistical Division Slide 4 Why do we need a model? To define, describe and map statistical processes in a coherent way To standardize process terminology To compare / benchmark processes within and between organizations To identify synergies between processes To inform decisions on systems architectures and organization of resources Steven Vale - UNECE Statistical Division Slide 5 History of the Current Model Based on the business process model developed by Statistics New Zealand Added phases for: • Archive (inspired by Statistics Canada) • Evaluate (Australia and others) Three rounds of comments Terminology and descriptions made more generic Wider applicability? Steven Vale - UNECE Statistical Division Slide 6 Applicability (1) All activities undertaken by producers of official statistics which result in data outputs National and international statistical organizations Independent of data source, can be used for: • Surveys / censuses • Administrative sources / register-based statistics • Mixed sources Steven Vale - UNECE Statistical Division Slide 7 Applicability (2) Producing statistics from raw data (micro or macro-data) Revision of existing data / re-calculation of time-series Development and maintenance of statistical registers Steven Vale - UNECE Statistical Division Slide 8 Structure of the Model (1) Process Phases Subprocesses (Descriptions) Steven Vale - UNECE Statistical Division Slide 9 Structure of the Model (2) National implementations may need additional levels Over-arching processes • • • • • Quality management Metadata management Statistical framework management Statistical programme management ........ (8 more – see paper) Steven Vale - UNECE Statistical Division Slide 10 Key features (1) Not a linear model Sub-processes do not have to be followed in a strict order It is a matrix, through which there are many possible paths, including iterative loops within and between phases Some iterations of a regular process may skip certain sub-processes Steven Vale - UNECE Statistical Division Slide 12 Key Features (2) In theory the model is circular: • Evaluation can lead to modified needs and design In practice it is more like a multiple helix: • There may be several iterations of a process underway at any point in time Steven Vale - UNECE Statistical Division Slide 14 Mapping to Other Models Remainder of This Session Wider uses of the model – IT architecture and statistical software sharing National applications of the model • Norway • New Zealand Your input – parallel sessions Steven Vale - UNECE Statistical Division Slide 16 Parallel Sessions Aim – to review in detail three phases of the model in each parallel session: • Session 1a: Phases 1-3 (Specify needs, Design, Build) - Facilitator: Alice Born • Session 1b: Phases 4-6 (Collect, Process, Analyse) - Facilitator: Jenny Linnerud • Session 1c: Phases 7-9 (Disseminate, Archive, Evaluate) - Facilitator: Jessica Gardner Start 14.00, End 16.45, short plenary session Steven Vale - UNECE Statistical Division Slide 17