Using Spreadsheets to Explain Dan Mahoney’s Explanation of Austrian Business Cycle Theory
Here is the link to the original article I am adapting using Microsoft Excel. It is about how savings and consumption work in a Robinson Crusoe Model. Robert P. Murphy also uses the Robinson Crusoe model, a man alone on an island, to explain economics. I want to visualize Mahoney’s process using Excel to explain the Austrian Business Cycle theory and how the Federal Reserve affects this situation. The Market IslandA man is on an island saving and consuming resources called x’s (which are an imaginary resource that you can visualize as anything you want it to be!). The man wants to collect x’s faster than before to consume more in the future. The man knows that he, in a single workday, can collect 12 x’s but can consume ten x’s or more. So, he decides to save two x’s a day for a week. The man now has enough in his reserve to build his new tool to collect more x’s in a workday. He hopes this tool will work so he can consume more x’s in the future. The man believes that if he spends 75% of the workday consuming (using x’s immediately) and 25% of the day investing (building his tool), he will have used the 14 days represented in the reserve wisely, and the tool will be made. So, the man will invest and sacrifice the three x’s he could have collected if he had spent the whole day using his old method, which leaves him immediately consuming nine x’s in a workday. Without a reserve, he has no other way to satisfy his wants for x’s without spending less time investing. But, using the x’s in his reserve, he can patch that hole and keep working. So, the last two tables represent a typical workday. The man spends less time than before using his old method to collect x’s and more time than before developing a new tool to collect x’s. Not wanting to curb the time the man is spending investing, the man satisfies his wants with the x’s in his reserve. If the man miscalculates the time it takes to develop the new method, he needs to stop all investing and go back to his old method of collecting x’s and probably save more in his reserve. More x’s can be consumed and saved with the new tool Now, assume the man is successful and that the tool is built. A typical workday consists of him collecting 15 x’s a day, consuming 12 immediately, and saving three a day (which is one possible split that could emerge after this new tool is built). A change in time preference can change my consuming-saving split of x’s The man’s time preference can change to use nine x’s immediately and save three after collecting them. This way, after a week, the man’s reserve can be 21 x’s big or 14 x’s in less time. The Fed IslandAssume the man were to start from scratch again and have a split of consuming 10/12 x’s a day and saving 2/12 every workday. Suddenly, the man finds himself on the island with a trickster who informs the man after three workdays and a half of a new injection of 7 more x’s in his reserve as a gift. Purple x’s are the trickster x’s and the blue one’s are the “real” x’s The man immediately begins the new project to collect more x’s, assured that he will be able to use the x’s in his reserve to satisfy his wants while this tool is constructed. However, on day 8 of investing, the man realizes that he was tricked into thinking there were more x’s than available because their composition is different than the one he likes from the blue x’s. All of the remaining x’s are like this. The trickster used “fake” x’s that the man thought he could consume as part of his reserve The man discards these purple x’s, returns to his old routine of consuming and saving REAL x’s, and never listens to the trickster again. Making the ConnectionA few key points to connect this fictitious example to the real world.
submitted by /u/agentofdallas |