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Rusty at math, need help with river vbet ev
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06-30-2019
, 11:38 AM
#1
Fleetttt
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By Fleetttt
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Join Date: Nov 2018
Posts: 550
Hi there, as title states, I am super rusty at EV math since not playing for a long time.
I can't remember how to calculate the EV of a river bet when it's for value (or otherwise I guess)
Let's say we have 65% equity and bet 10 into 10 on the river and it's an AI shove and villain always calls.
Is it, 65% we win 10 and 35% we lose 10, or is it 65% we win 20 and 35% we lose 10? or what is it lol
Many thanks for any help.
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06-30-2019
, 07:45 PM
#2
statmanhal
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Join Date: Jan 2009
Posts: 4,987
On a hero shove that is called, the EV equation is
EV = eq*(Pot + Bet) – (1-eq)*Bet
where Pot is the pot before the shove bet.
So a win is the pot + bet(=call) and a lose is the bet
For your example:
EV = 0.65*20 - 0.35*10 = 9.5
It can get more complicated when such factors as raises, folds, multiway, future streets are involved.
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06-30-2019
, 09:20 PM
#3
Fleetttt
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Awesome man thanks for the info.
The other thing I was wondering is do you know any resources I could look at to learn more of the math/brush up, like a book or something.
Thanks
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06-30-2019
, 09:42 PM
#4
statmanhal
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There is an excellent series in the Beginner's forum titled Mathenoobics. Use the 2p2 Search function.
I have a 4 part Blog - Introduction to EV Analysis. The link to Part 1 is shown below.
https://holdemmathology.tumblr.com/p...expected-value
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07-01-2019
, 08:01 AM
#5
Fleetttt
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Quote:
Originally Posted by
statmanhal
There is an excellent series in the Beginner's forum titled Mathenoobics. Use the 2p2 Search function.
I have a 4 part Blog - Introduction to EV Analysis. The link to Part 1 is shown below.
https://holdemmathology.tumblr.com/p...expected-value
Legend
thank you
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07-07-2019
, 09:53 PM
#6
WehrmatsWormhat
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Join Date: May 2017
Posts: 353
Quote:
Originally Posted by
statmanhal
There is an excellent series in the Beginner's forum titled Mathenoobics. Use the 2p2 Search function.
I have a 4 part Blog - Introduction to EV Analysis. The link to Part 1 is shown below.
https://holdemmathology.tumblr.com/p...expected-value
This is awesome. It's always good to brush up, and I like the range of topics you discuss.
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