Free Monads in Scalaz - how to use them

In category theory, a Free Object is an algebraic object M[_] possessing a natural transformation - a way of lifting a function f: A => N into a function from M[A] => N which preserves the algebraic structure. In this article I'm going to discuss how this applies to the Free …

more ...


Assorted links - lots of excitement edition

archinowhere

Archinowhere, by Federico Babina.

Sorry for not posting anything lately. I've got a big backlog of posts, but I've also started a new job which is taking up a lot of time. We are doing exciting work in statistics - if anyone (particularly people in Delhi or Bangalore) wants to learn …

more ...


Constant Rebalanced Portfolios - some simulations with numpy

I've had several discussions with friends lately about investing, mostly in the wake of robinhood.io's early release. Quite a few people have the plan to put some cash into robinhood.io accounts and engage in some sort of investment strategy. Strategy ideas range from daytrading (I do NOT recommend …

more ...