Quote:
Originally Posted by mmowgli
I'm not very sure I understood correctly the raise sizings allowed of 1/2 pot in the flop situations.
If the SB makes a c-bet and it is raised, why the folding frequency for the naive bluffing indifference is 1/3?(page 267). It means that in a pot which has 4BB, if the SB c-bet 2BB, the BB raise of 1/2 pot is to 6BB doesn't it?
My calculation results to be 50%.
If players start with 25BB and are now in a single raised pot: EVBB (bluff) = EVBB (fold);17BB*%call + 29BB*(1-%call)= 23BB, so %call=1/2.
Anyone can help?
Yea, the 1/3 number is an error. Naively, a half-pot bluff (e.g. 3BB into a pot of 6BB) will need to work 1/3 of the time for us to break even, and thats the number I had stuck in my head, but as stevepa described
above, the result for raises is different. Here, risking 6BB to win 6BB -> 50%. Thanks for pointing out the errata.