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So today weamp;#39;re going to be looking at applicative functors which is the second step on our journey towards defining and seeing what monads are but first as usual weamp;#39;re going to have a quick review of what we did last time so what we did last day is we introduced the idea of funs which generalized the idea of mapping to a larger family of data structures so um hereamp;#39;s our old friend the map function which youamp;#39;re all familiar with if youamp;#39;ve done hascal so what map does is it takes a function from A to B and it takes a list of Aamp;#39;s and then itamp;#39;s going to apply the function all the way across the list to give a list of Bamp;#39;s and itamp;#39;s got a simple recursive definition as we see here and the observation we made last day is that the idea of mapping is not specific to the list data structure so working with a list of a to list of B but actually can be generalized to give the idea of whatamp;#39;s called a functor so down at t
