is there a closed solution for this? or do you montecarlo it or build something like botpro?
There is a closed form solution (it's just maximising some logs, so differentiable) but I just did it in excel which is much quicker.
GAT
is there a closed solution for this? or do you montecarlo it or build something like botpro?
I still wonder why your excel solution to the OP puzzle was so off.There is a closed form solution (it's just maximising some logs, so differentiable) but I just did it in excel which is much quicker.
GAT
I still wonder why your excel solution to the OP puzzle was so off.
There is a closed form solution (it's just maximising some logs, so differentiable) but I just did it in excel which is much quicker.
GAT
No. It wasn't. botpro gave the correct answer.the full distributional one was correct
No. It wasn't. botpro gave the correct answer.
So how did you get 99.4% for the next puzzle?In my world 77.793% versus 75% means diddly squat....
GAT
So how did you get 99.4% for the next puzzle?
The new Kelly formula does better than an order of magnitude in the real world. And it's perfectly safe at half-Kelly.In the first puzzle I just read the peak off a graph.
In the second puzzle I used solver to get a more precise answer.
While this is intellectually interesting, you and I both know that in the real world you'd be lucky to know your correct Kelly to within an order of magnitude.
GAT
No closed solution for the puzzle in the OP. Too many outcomes.is there a closed solution for this? or do you montecarlo it or build something like botpro?