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TexasHoldem版 - The formula from Let It Be Range
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话题: ev话题: range话题: let话题: hero话题: villain
进入TexasHoldem版参与讨论
1 (共1页)
d*****0
发帖数: 1500
1
any body help?
EV --- hero's last shoving EV
x --- villain's fold equity
P --- pot before hero last shove
L --- villain's equity after shoving
W --- hero's quity after shoving, L+W = 1
H --- total pot after villain calls hero's shove
V --- hero's shove size
EV = xP + (1-x)(-LV + WH) --- this one has issue
I think, it should be
EV = xP + (1-x)(WH - V)
correct me if I am wrong.
W********m
发帖数: 7793
2
我怎么觉得都不对。。
W********m
发帖数: 7793
3
EDIT:
不对,不对。 我太笨了。
p****0
发帖数: 611
4
my understanding, assume villain's stock size is Z.
if V <=Z, EV = xP + (1-x)(WV-LH)
if V > Z, EV = xP + (1-x)(WZ-LH)

【在 d*****0 的大作中提到】
: any body help?
: EV --- hero's last shoving EV
: x --- villain's fold equity
: P --- pot before hero last shove
: L --- villain's equity after shoving
: W --- hero's quity after shoving, L+W = 1
: H --- total pot after villain calls hero's shove
: V --- hero's shove size
: EV = xP + (1-x)(-LV + WH) --- this one has issue
: I think, it should be

q****8
发帖数: 3281
5
I think the original formula is correct.
p****t
发帖数: 292
6
I think you are right.
Assume W=1, P=0, (thus L=0, H=2V), then your ev only comes from when villain
calls, which is V*(1-x). It fits yours.

【在 d*****0 的大作中提到】
: any body help?
: EV --- hero's last shoving EV
: x --- villain's fold equity
: P --- pot before hero last shove
: L --- villain's equity after shoving
: W --- hero's quity after shoving, L+W = 1
: H --- total pot after villain calls hero's shove
: V --- hero's shove size
: EV = xP + (1-x)(-LV + WH) --- this one has issue
: I think, it should be

1 (共1页)
进入TexasHoldem版参与讨论
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话题: ev话题: range话题: let话题: hero话题: villain