Mathematical Economics Now

These papers explore how mathematics became the dominant language of economics and the challenges this shift created.

Critical Mathematical Economics and Progressive Data Science Mathematical Economics

(2024): Reviews the progression of growth models, including the Solow–Swan , Lucas , and Mankiw–Romer–Weil models, highlighting how mathematical precision drives economic theory. These papers explore how mathematics became the dominant

: Critiques "bad" mathematical economics, specifically models that ignore real-world phenomena like economic polarization and instability. Specific Applications including the Solow–Swan

(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