Williamson Special Case

theorem proved CES Potential

Documentation

Lean 4 Proof

theorem williamson_special_case (J : ℕ) :
    -- At ρ = 0 (Cobb-Douglas): K = (J-1)/J
    curvatureK J 0 = (↑J - 1) / ↑J := by
  simp [curvatureK, one_mul]

Dependency Graph

Location

thesis/CESProofs/Potential/FirmScope.lean:100

Module Section

Propositions 12-17 and Corollary 5:

In the same file

firmScopeObjective optimal_scope_foc integration_boundary monotone_integration spillover_adjusted_boundary fragilityIndex fragility_total fragility_bounds knockout_from_paper1 irs_scale_immune_to_friction irs_amplifies_diversity_window irs_diversity_eigenvalue_nonpos firm_scope_irs_complementarity firm_scope_no_complementarity_at_crs irs_shifts_integration_boundary scale_scope_monotone_in_gamma