CLIMATE POLICY DESIGN LAB
IES is initiating a “Climate Policy Design Lab” (CPDL) for Asia capable of
generating, accelerating and scaling knowledge that will assist policy
officials in meeting their climate objectives. The mission is nothing short
of helping reverse 30 years of frustrations among governments, the private
sector, and non-state actors over the development of well-intended
sustainability policy and governance interventions at multiple scales and
their suboptimal outcomes.
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We will accomplish this mission by expanding decades of global capacity
building efforts in Asia to include the scholarship and practice of policy
design. This requires incorporating path breaking research on policy
durability and effectiveness into forward looking policy design exercises
and analysis.
IES activates its capacity building efforts through CPDL using three key
channels:
- Policy experiments and impact evaluation
IES designs or can help design policy experiments and evaluate its effectiveness and durability by applying quantitative analytical methods.
- Policy dialogues and executive education
IES organizes policy dialogues to support policy design capacity building to assist policymakers in Southeast Asia to develop effective and durable policies accelerating action toward achieving target national climate outcomes. Output from research and dialogues is incorporated into customized training and executive education programs to diffuse knowledge and disseminate best practices through efforts.
- Policy pathway action plans
IES develops or can help develop action plans to design sustainability policy pathways based on research output and learning through stakeholder engagement.