|
|
|
|
#1
09-26-2005, 03:19 PM
|
|||
|
|||
Re: Mathematical Expectation in tourneys vs. cash games
In a ring game each hand has only one winner -- thats the end of it -- like one coin toss.
In a tournament there is only one winner -- the whole tournament is the game -- like one coin toss is one game. All the hands you played in the tournament all add up to produce your result -- winner or looser. 
|
|
#2
09-26-2005, 03:43 PM
|
|||
|
|||
|
Re: Mathematical Expectation in tourneys vs. cash games
[ QUOTE ]
In a ring game each hand has only one winner -- thats the end of it -- like one coin toss. In a tournament there is only one winner -- the whole tournament is the game -- like one coin toss is one game. All the hands you played in the tournament all add up to produce your result -- winner or looser. [/ QUOTE ] Okay, I see where you're coming from, but you're being very results oriented. It's the combined expected value of all hands played that really matters. Individual results are statistically meaningless. Regards, T
|
 |
|
|
Hybrid Mode
