Unemployment and Employment Transitions Paul Rockley www.cso.ie 5 th Administrative Data Seminar 12 th April 2016.

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Presentation transcript:

Unemployment and Employment Transitions Paul Rockley 5 th Administrative Data Seminar 12 th April 2016

Overview Introduction Data Sources Outcomes Next Steps

Introduction Purpose: to look at the utility of a data merge between two data sources:- – Unemployment Claims – PAYE Earnings – (Undertaken as an Officer of Statistics.) Data matching using PIK – Hashed PPSN; hides identity but preserves linking capabilities.

Data Sources PAYE Earnings (P35 Returns to Revenue) Unemployment Claims (ISTS data from DSP)

Unemployment Claims Data ISTS - Integrated Short Term Systems From Department of Social Protection Weekly files Information: Claim Start Date Local Welfare Office Occupation Age & Gender

PAYE Earnings Data P35 Annual Returns from Business for PAYE Employees From Revenue Annual files Information: Period of Work Enterprise – ID and NACE Sector Date of Birth Total Pay

Data Linking P35 (PAYE Returns to Revenue) ISTS (Weekly DSP Claims)

Some Outcomes

Leavers to P35 Employment for 2013 by NACE2

Leavers to P35 Employment by Mean Weekly Pay (2013) AAgriculture, forestry and fishing B-EIndustry FConstruction G-UServices

Earnings in New Employments upon leaving Live Register

Earnings in New Employments upon leaving Live Register Great Dublin Area H M L H

FETAC Data

14 Regions of Ireland **Major FETAC awards at NFQ Level 5

15 Regions of Ireland **Major FETAC awards at NFQ Level 5

Next Steps

Next Steps Study leavers from LR who don't go back into work – where did they go? Destination occupations may be of more interest than Industry NACE Sectors. LR has the occupation that the claimant lists when they first make a claim. Could study what jobs they go into when they leave the LR. "Flow". Career change? Could compare what benefits before and after gaining PAYE/P35 work...

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Voronoi Diagram A Voronoi diagram is a partitioning of a plane into regions based on distance to points in a specific subset of the plane. That set of points (called seeds, sites, or generators) is specified beforehand, and for each seed there is a corresponding region consisting of all points closer to that seed than to any other. These regions are called Voronoi cells.