A Games-in-Games Paradigm for Strategic Hybrid Jump-Diffusions: Hamilton-Jacobi-Isaacs Hierarchy and Spectral Structure

This article likely presents a novel mathematical framework for analyzing strategic interactions in systems involving both continuous and discrete changes (jump-diffusions). The focus on Hamilton-Jacobi-Isaacs equations suggests the use of game theory to model the strategic behavior of agents within these systems. The mention of spectral structure implies an analysis of the system's underlying dynamics and stability.