I am a macroeconomist and a fifth-year doctoral candidate at the Stockholm School of Economics.
My research focuses on the interactions between heterogeneity at the household level and macroeconomic outcomes. My current work investigates how changes in the cost of living differ across households with different consumption patterns (and how to measure these) and the impact of demographic change on economic growth and output per capita.
Prior to my doctoral studies, I obtained a master’s degree in economics from the Stockholm School of Economics and undergraduate degrees in mathematics from Stockholm University and in economics from University College London.
Download my curriculum vitae.
PhD in Economics, 2023 (expected)
Stockholm School of Economics
MSc in Economics, 2018
Stockholm School of Economics
BSc in Mathematics, 2019
Stockholm University
BSc in Economics, 2016
University College London, U. of London
I study the effect of demographic change on economic growth under endogenous, R&D-driven technological change. Qualitatively, population ageing generates two opposing forces: increased R&D and capital investments on the one hand, and a decreasing share of workers in the population on the other. I evaluate these channels quantitatively along the demographic transition using a calibrated overlapping generations model with idiosyncratic income risk, mortality risk, intensive and extensive labour supply margins and endogenous technological change. Considering the United States between 1950 and 2100, I find that the demographic transition: (i) increased per-capita output by 0.35 percent per year between 1950 and 2000; (ii) accounts for a 0.65 percentage point decline in growth rates between 1995 and 2025 when the positive growth impact reverts back to trend; and (iii) has no net impact on twenty-first century growth. The main positive driver is endogenous technological change, whose growth contribution more than doubles that of capital deepening between 1950 and 2100. Removing this mechanism eliminates all positive growth effects.