Building a post-Brexit immigration system for the economic recovery

Article

The UK is set to introduce a new system for work-based immigration in January 2021. For the first time in decades, the government will apply the same rules on migration to both EU and non-EU citizens.

These changes to immigration policy come at a time of extraordinary economic upheaval, as the UK government continues to wrestle with the impacts of the coronavirus pandemic, the ongoing recession, and the UK’s departure from the EU single market.

This report assesses the potential implications of the government’s new points-based immigration system and sets out proposals for how the system can support the UK’s economic recovery. We explore how immigration policy can be designed to facilitate the UK government’s ambitions to ‘build back better’ from the coronavirus crisis. Our recommendations focus on how the UK’s immigration system can help create high quality, well paid jobs and enhance working conditions for UK and migrant workers alike.

Related items

  1. A group of teenage students wearing maroon t-shirts smiling and responding to a teacher during a rehearsal

    Rethinking child poverty through enrichment accounts

    Every child should have access to activities that build confidence, skills, and opportunity, regardless of income.
  2. The Houses of Parliament and Big Ben, River Thames and Westminster Bridge

    Taxing choices: Taking the public’s temperature ahead of the budget

    The stakes for a government are rarely higher than at a budget. Every chancellor has dealt with this differently. Ken Clarke would draft his budget speech with cigars and whisky, Gordon Brown pored over every word in what officials called…
  3. Scottish parliament building at Holyrood and Calton Hill, Edinburgh

    Great expectations: Rejuvenating the national debate in Scotland

    Fresh IPPR Scotland polling shows that politicians must raise their game if next year’s election is a to be serious debate about the challenges facing Scotland and potential solutions.