activity
20212026
collaborators

10 papers

econ.TH2026

Monodromy of Walrasian Equilibrium Prices: A Fixed-Preference Endowment-Redistribution Construction

Andrea Loi, Stefano Matta

Suppose an economy moves continuously along a closed path of fundamentals and returns exactly to its initial state. A regular Walrasian equilibrium price followed continuously alon…

econ.TH2026

Sorting and Global Uniqueness in Two-Good HARA Economies with Many Patience Types

Andrea Loi, Stefano Matta

We study global uniqueness of competitive equilibrium in two-good pure-exchange economies with heterogeneous impatience types and a common HARA Bernoulli utility. The paper connect…

econ.TH2026

Curvature, Minimality and Uniqueness of Equilibrium

Andrea Loi, Stefano Matta

For a smooth pure exchange economy with fixed aggregate resources, we study two geometric conditions on the equilibrium manifold endowed with the metric induced from its Euc…

econ.TH2023

Endowments, patience types, and uniqueness in two-good HARA utility economies

Andrea Loi, Stefano Matta

This paper establishes a link between endowments, patience types, and the parameters of the HARA Bernoulli utility function that ensure equilibrium uniqueness in an economy with tw…

econ.TH2023

Uniqueness of equilibrium and redistributive policies: a geometric approach to efficiency

Andrea Loi, Stefano Matta, Daria Uccheddu

This paper examines the relationship between resource reallocation, uniqueness of equilibrium and efficiency in economics. We explore the implications of reallocation policies for…

econ.TH2022

Equilibrium selection: a geometric approach

Andrea Loi, Stefano Matta, Daria Uccheddu

In this paper we propose a geometric approach to the selection of the equi- librium price. After a perturbation of the parameters, the new price is selected thorough the compositio…

math.ST2021

Robustness of statistical models

Andrea Loi, Stefano Matta

A statistical structure on a smooth manifold induced by is said to be {\em robust} if there exists an open neighborhood of in…

econ.TH2021

Risk aversion and uniqueness of equilibrium: a polynomial approach

Andrea Loi, Stefano Matta

We study the connection between risk aversion, number of consumers and uniqueness of equilibrium. We consider an economy with two goods and impatience types, where each type ha…

econ.TH2021

A note on local uniqueness of equilibria: How isolated is a local equilibrium?

Stefano Matta

The motivation of this note is to show how singular values affect local uniqueness. More precisely, Theorem 3.1 shows how to construct a neighborhood (a ball) of a regular equilibr…

econ.TH2021

Minimal entropy and uniqueness of price equilibria in a pure exchange economy

Andrea Loi, Stefano Matta

We introduce uncertainty into a pure exchange economy and establish a connection between Shannon's differential entropy and uniqueness of price equilibria. The following conjecture…