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Spring 2025 NBER workshop

This repository provides materials and code for the Spring 2025 heterogeneous-agent macro workshop at the NBER.

Slides for each lecture are included below. Most lectures have accompanying notebooks, with code that generates the figures from the slides, or otherwise illustrates the methods of the lecture. Some notebooks require support files that are also contained in the notebooks/ folder.

Aside from lectures 1 and 3, which use code introduced here, all lecture notebooks and tutorials require installing the sequence-space Jacobian toolkit. All code is in Python and requires the standard numerical Python libraries (numpy, scipy, matplotlib, numba, pandas).

Three key references for the lectures are:

Feel free to also check out the material from the spring 2023 NBER workshop.

Lectures

Wednesday, June 4

  1. The Standard Incomplete Markets (SIM) Model, Matthew Rognlie. [notebook]

  2. Intro to HANK: Fiscal Policy, Ludwig Straub. [notebook] [key papers: IKC and Annual Review]

  3. Intro to the Sequence Space and Jacobians, Matthew Rognlie. [notebook] [key paper: SSJ]

  4. Intro to HANK: Monetary Policy, Adrien Auclert. [key paper: Annual Review]

  5. Tutorial 1: Intro to HANK, Ludwig Straub. [version with blanks]

Thursday, June 5

  1. Tutorial 2: SSJ approach and toolkit, Matthew Rognlie. [version with blanks]

  2. Monetary Policy Topics, Adrien Auclert. [key paper: Annual Review]

  3. Estimation, Adrien Auclert and Matthew Rognlie. [notebook] [key paper: SSJ]

  4. Open Economy, Ludwig Straub. [notebook] [key paper: open-economy HANK]

  5. Determinacy and Large-Scale Models, Matthew Rognlie. [notebook] [reference: determinacy paper]

  6. HA Models from FRB Economists and Life-Cycle Jacobians, Mateo Velasquez-Giraldo. [repo]

Friday, June 6

  1. HANK in Continuous Time, Adrien Bilal. [repo]

  2. Smooth methods for the standard incomplete markets model, Matthew Rognlie. [notebook]

    • See notebooks/smooth_sim/ for supporting code; main code in smooth_sim.py
  3. Second order solutions in sequence space, Adrien Auclert.

  4. Endogenous portfolios and risk premia, Adrien Auclert. [notebook] [reference: portfolio note]

  5. Pricing models in the sequence space, Ludwig Straub. [notebook] [key paper: Phillips curves]

  6. Information frictions, Ludwig Straub. [notebook] [key paper: MJMH]

  7. Optimal long-run policy, Ludwig Straub. [key paper: Optimal Policy]

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