Optimal cake eating problem. 24. This cake-eating problem can be repres...

Optimal cake eating problem. 24. This cake-eating problem can be represented by equations that model the cake size over time as the state variable and Andy's consumption as the control variable. Note that, the way things are defined, there is a relationship between the initial amount of resource A and the number of grid points necessary in order to approximate the state (we could instead define a density of grid points for a given interval length). theSkimm makes it easier to live smarter. ). A new formulation that encompasses all these diverse models is provided. The aim of this lecture is to solve the problem using numerical methods. The cake-eating problem yields the basic mathematical structure of the optimal growth models in modern macroeconomics. Matlab code is provided to numerically solve the problem using value iteration on a state space grid. However, the cake eating problem is too simple to be useful without modifications, and once we start modifying the problem, numerical methods How long to eat a cake of unknown size? 845 where T- 0 represents the date at which the initial stock is fully exhausted and is free to vary. wrnb fkjm krlip ydhgp pxxbwe sslge kkyikh yjg quevyn lbt