| Quick take on a first skim and thinking: 1. Looks interesting. Worthwhile type of thinking. 2. Control+F "savings" / "saving" ... no results. You'd think that the amount and distribution of savings in a population would greatly effect the outcomes. That said, "elasticity" showed up 14 times in a control+f of the paper so it might be implicitly covered or named differently. Edit: "reserve" / "reserves" had no relevant mentions (1x "rights reserved", 2x in citations of Federal Reserve), capital 0 mentions, "insurance" 14 mentions, "ability" 0 mentions, "willing" / "unwilling" / "willingness" 1 mention total, "substitute" / "substitution" 19 mentions, "bankrupt" / "bankruptcy" 0 mentions, "unemployment" 11 mentions, "funds" 0 mention, "cash" 0 mentions, "money" only 1 mention (!)... "monetary" shows up 20 times though. Edit2: Lots of "utility function" going on. I personally don't really love the theoretical grounding of utility functions but it might actually produce interesting insights in this case. Edit3: "Each agent is endowed with n > 0 units of labor which
are supplied inelastically" - inelasticity of units of labor in this case seems like a pretty aggressive assumption. They carry that assumption through - "As before, agents inelastically supply labor n to their respective sector in the flexible price equilibrium; they may supply less than n in the equilibrium with wage rigidities. For now, we assume that workers are perfectly specialized in their sector." Quite theoretical with a fair amount of simplifying assumptions to make it simpler to mathematically model. The conclusions are rather tentative and not strongly stated, in any event. Interesting line of thinking, I think you'd have to look closely at the assumptions and premises and how variables are defined to see if it corresponds well to real life. |