Build and solve Walrasian general equilibrium models with theory derivations and Julia computation
This skill helps economists build, analyze, and numerically solve Walrasian General Equilibrium (GE) models. It covers both the theoretical foundations (existence, uniqueness, welfare theorems) and computational implementation in Julia for finding equilibrium prices and allocations.
Current Scope: Pure exchange economies (no production). Future versions will extend to production economies, Arrow-Debreu with uncertainty, and dynamic models.
Before generating any model, ask the user:
A pure exchange economy $\mathcal{E}$ is characterized by:
$$\mathcal{E} = \left{ (u^i, \omega^i)_{i=1}^{I} \right}$$