activity
20232026
most citedAffine Gateaux Differentials and the von Mises Statistical Calculus

2 citations · 2 across the 5 of their papers we have counts for

collaborators

6 papers

econ.TH2026

Uniqueness of Recursive Utility with Unbounded Consumption and Non-Expected Utility

Luigi Montrucchio, Lorenzo Stanca

We derive sufficient conditions for the existence, non-existence, uniqueness and global attractivity of stochastic recursive utilities. Our approach uses abstract order-theoretic f…

econ.TH2024

Absolute and Relative Ambiguity Attitudes

Francesco Fabbri, Giulio Principi, Lorenzo Stanca

We represent preferences that exhibit absolute or relative attitudes towards ambiguity without assuming convexity of preferences. Our analysis is motivated by the recent experiment…

math.FA2024★ 2 cited

Affine Gateaux Differentials and the von Mises Statistical Calculus

Simone Cerreia-Vioglio, Fabio Maccheroni, Massimo Marinacci +2

This paper presents a general study of one-dimensional differentiability for functionals defined on convex domains that are not necessarily open. The local approximation is carried…

math.FA2023

A Nonlinear Sandwich Theorem

Mario Ghossoub, Giulio Principi, Lorenzo Stanca

We provide a Sandwich Theorem (König (1972)) for positively homogeneous functionals that satisfy additivity only on a restricted domain. Our relaxation of additivity is based on a…

econ.TH2023

Recursive Preferences and Ambiguity Attitudes

Massimo Marinacci, Giulio Principi, Lorenzo Stanca

Monotonicity and recursivity are central assumptions in intertemporal consumption problems under ambiguity. We show that monotone recursive preferences admit both a recursive and a…

econ.TH2023

Recursive Preferences, Correlation Aversion, and the Temporal Resolution of Uncertainty

Lorenzo Maria Stanca

This paper investigates a novel behavioral feature of recursive preferences: aversion to risks that persist over time, or simply \textit{correlation aversion}. Greater persistence…