Giovanna BIMONTE | Projects

This project aims to investigate convexity in cooperative games, focusing on marginal convexity within Partition Function Games with embedded coalitions. Building on Hendrickx's work, we seek to extend the analysis of convexity properties in NTU games. While convexity in TU games is often defined via supermodularity, economically appealing definitions are based on marginal contributions. This proj

We model the technological investment decisions of firms in the context of a real optiongame. We ask if a policy maker can incentivize the adoption of some new technologythrough the implementation of some subsidy. When a new technology is deemeddesirable by society, governments face with the problem to design an optimalpolicies that promote the development of the Public-Private Partnerships, w

The problem related to the distribution of a model's prediction score for a speci cinput to its underlying features, can be interpreted as the importance of thefeature for the prediction. In the main literature of the application of Shapleyvalues for feature selection emerges the necessity to quantify the importance ofrandom input variables to a function. Using a PFFG, theresearch has two obj