(2025): Discusses the potential for Critical Mathematical Economics (CME) , focusing on how mainstream models like Dynamic Stochastic General Equilibrium (DSGE) are used in policy controversies.
: Critiques "bad" mathematical economics, specifically models that ignore real-world phenomena like economic polarization and instability. Specific Applications Mathematical Economics
(2025): Explores how consumer choices are not independent but are influenced by firm supply and information about the state of the economy. (2025): A more advanced look at how fractional
(2025): A more advanced look at how fractional calculus —which handles "non-local" properties—can be applied to financial models and complex economic processes. Historical & Critical Perspectives Mathematical Economics
: Investigates the "watershed moment" between the 1940s and 1960s when mathematics was formally integrated into the economics curriculum in the United States.
These papers explore how mathematics became the dominant language of economics and the challenges this shift created.