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德州扑克被压制手牌的胜率和概率

来源:Wizard of Odds 阅读

说明被压制手牌的定义及翻牌前常见胜率关系。

德州扑克被压制手牌的胜率和概率
德州扑克被压制手牌的胜率和概率
德州扑克被压制手牌的胜率和概率

简介

在Texas Hold 'Em德州扑克当中, 如果其他玩家的牌⾯与这⼿牌⾯类似、 并且还要更好的话, 则这⼿牌⾯称为dominated hand被压制牌⾯。说得更 具体些, ⼀⼿dominated hand被压制牌⾯得要依赖三张或更少张的outs助 胜牌才能够击败压制它的牌⾯, 这还不算困难的多张牌补牌状况。有四种 压制的型式, 列举如下。

  1. 被更⾼对⼦压制的对⼦。例如J-J被Q-Q所压制。只有两张牌可以帮助到 J-J对⼦, 那就是另外两张Jacks.
  2. ⾮对⼦牌⾯被其中任何牌的对⼦压制。例如, Q-5被Q-Q或5-5对⼦压制。 在5-5对⼦的案例当中, 只有三张牌可以帮助到Q-5牌⾯, 那就是另外三张 Queens.
  3. ⾮对⼦牌⾯被⼤于低牌的对⼦压制。例如, Q-5被8-8对⼦压制。只有三 张牌可以帮助到Q-5牌⾯, 那就是另外三张Queens.
  4. ⾮对⼦牌⾯被其他⾮对⼦牌⾯压制、如果两者有⼀张共同的牌、并且对 ⽅那张⾮共同牌⼤过被压制的⾮共同牌。例如, Q-5被K-5或Q-7压制。在 前者的例⼦(K-5压制Q-5), 只有三张牌可以帮助到Q-5牌⾯, 那就是另外三 张Queens.

按照如是说法, 以下的列表呈现被压制的每⼀⼿两张牌⾯的机率, 根据玩家 总⼈数⽽定。

压制的机率 — Pairs对⼦展开

牌⾯2位玩家3位玩家4位玩家5位玩家6位玩家7位玩家8位玩家9位玩家10位玩家
2,20.05880.11420.16590.21500.26090.30440.34490.38350.4195
3,30.05400.10490.15320.19830.24190.28260.32120.35760.3922
4,40.04890.09560.14000.18200.22200.26020.29660.33130.3640
5,50.04410.08620.12650.16530.20210.23760.27100.30310.3345
6,60.03920.07670.11330.14810.18160.21360.24480.27450.3036
7,70.03440.06750.09960.13060.16050.18950.21770.24470.2709
8,80.02950.05810.08580.11290.13910.16480.18940.21380.2369
9,90.02460.04850.07200.09470.11730.13910.16040.18130.2017
T,T0.01960.03890.05780.07650.09470.11260.13000.14780.1649
J,J0.01470.02930.04350.05770.07190.08560.09920.11320.1262
Q,Q0.00980.01950.02920.03890.04830.05790.06740.07660.0861
K,K0.00490.00980.01470.01960.02450.02940.03410.03910.0439
A,A0.00000.00000.00000.00000.00000.00000.00000.00000.0000

压制的机率 — Non-Pairs⾮对⼦展开

牌⾯2位玩家3位玩家4位玩家5位玩家6位玩家7位玩家8位玩家9位玩家10位玩家
3,20.27420.47850.62890.73890.81870.87530.91560.94380.9629
4,20.26450.46340.61240.72270.80360.86260.90490.93500.9562
4,30.24960.44170.58770.69860.78150.84330.88880.92200.9459
5,20.25460.44870.59560.70600.78810.84890.89340.92550.9486
5,30.23990.42630.57010.68050.76450.82790.87540.91080.9367
5,40.22530.40360.54390.65390.73930.80500.85560.89370.9227
6,20.24500.43380.57860.68850.77180.83440.88090.91520.9403
6,30.23020.41100.55250.66200.74700.81180.86140.89860.9266
6,40.21540.38810.52540.63440.71990.78690.83940.87960.9105
6,50.20080.36470.49750.60470.69110.75990.81460.85810.8919
7,20.23500.41860.56110.67090.75500.81910.86760.90420.9311
7,30.22040.39550.53400.64300.72850.79480.84610.88540.9155
7,40.20570.37240.50650.61380.70000.76810.82200.86420.8971
7,50.19100.34840.47760.58330.66930.73880.79510.84020.8761
7,60.17630.32440.44780.55100.63650.70710.76510.81280.8514
8,20.22550.40340.54340.65260.73750.80320.85360.89230.9213
8,30.21050.38000.51570.62370.70950.77710.83000.87140.9034
8,40.19590.35630.48700.59320.67910.74810.80370.84780.8828
8,50.18120.33230.45740.56140.64670.71680.77430.82080.8586
8,60.16660.30780.42720.52770.61220.68290.74160.79040.8311
8,70.15180.28290.39520.49220.57500.64530.70560.75630.7992
9,20.21560.38780.52500.63380.71940.78620.83880.87930.9104
9,30.20100.36430.49680.60390.68950.75830.81300.85640.8904
9,40.18620.34020.46740.57200.65770.72740.78430.83000.8668
9,50.17140.31570.43710.53880.62340.69370.75230.80030.8398
9,60.15690.29110.40610.50360.58680.65730.71670.76670.8088
9,70.14190.26580.37340.46690.54760.61740.67760.72890.7730
9,80.12740.24030.34000.42820.50610.57420.63420.68670.7320
T,20.20570.37220.50660.61430.70050.76880.82290.86540.8987
T,30.19100.34850.47720.58310.66910.73870.79500.84020.8762
T,40.17640.32400.44740.55010.63520.70550.76380.81110.8499
T,50.16170.29950.41630.51530.59910.66960.72860.77840.8196
T,60.14700.27420.38430.47900.56060.63050.69040.74130.7847
T,70.13230.24870.35120.44110.51960.58810.64780.69960.7448
T,80.11760.22270.31690.40080.47540.54180.60090.65320.6993
T,90.10300.19650.28170.35860.42860.49230.54920.60100.6473
J,20.19600.35660.48770.59440.68080.75050.80630.85080.8862
J,30.18130.33240.45780.56170.64760.71800.77570.82270.8610
J,40.16650.30780.42710.52750.61200.68280.74190.79110.8317
J,50.15190.28270.39540.49160.57410.64410.70420.75490.7976
J,60.13710.25730.36210.45370.53360.60260.66250.71430.7590
J,70.12230.23140.32840.41420.49010.55720.61640.66880.7145
J,80.10770.20500.29310.37250.44420.50830.56580.61740.6638
J,90.09310.17850.25710.32890.39480.45530.51000.56010.6061
J,T0.07830.15150.21990.28370.34270.39790.44930.49670.5409
Q,20.18620.34060.46850.57390.66040.73120.78860.83520.8727
Q,30.17130.31610.43790.54020.62550.69680.75570.80440.8445
Q,40.15680.29100.40620.50450.58800.65900.71890.76960.8119
Q,50.14220.26580.37360.46710.54820.61800.67830.72990.7744
Q,60.12730.24000.34000.42800.50550.57340.63330.68570.7312
Q,70.11260.21390.30480.38680.46000.52540.58350.63570.6818
Q,80.09790.18750.26910.34350.41130.47300.52890.58000.6257
Q,90.08330.16060.23210.29830.36000.41660.46890.51730.5619
Q,T0.06870.13320.19400.25160.30520.35570.40320.44800.4894
Q,J0.05400.10550.15470.20200.24740.29020.33130.37070.4082
K,20.17630.32460.44910.55320.63950.71110.77020.81850.8579
K,30.16160.29980.41780.51780.60270.67400.73430.78480.8269
K,40.14690.27450.38510.48080.56330.63430.69480.74660.7908
K,50.13220.24910.35170.44220.52110.59040.65090.70370.7494
K,60.11750.22300.31710.40130.47630.54310.60250.65500.7016
K,70.10290.19640.28140.35860.42850.49180.54900.60070.6473
K,80.08810.16970.24470.31390.37770.43670.49050.53970.5853
K,90.07340.14230.20690.26750.32380.37650.42590.47200.5148
K,T0.05880.11460.16780.21830.26650.31200.35550.39610.4350
K,J0.04410.08660.12770.16710.20580.24260.27800.31250.3452
K,Q0.02940.05820.08650.11410.14140.16790.19400.21950.2444
A,20.16650.30860.42940.53160.61770.69010.75050.80090.8425
A,30.15170.28350.39700.49490.57910.65090.71200.76410.8080
A,40.13720.25780.36360.45650.53760.60820.66950.72270.7684
A,50.12240.23180.32940.41640.49340.56180.62230.67540.7225
A,60.10770.20540.29400.37410.44620.51150.57020.62280.6701
A,70.09310.17870.25750.33000.39630.45720.51290.56380.6101
A,80.07830.15160.22000.28370.34280.39830.44980.49760.5418
A,90.06370.12410.18100.23520.28660.33470.38040.42370.4647
A,T0.04900.09590.14110.18470.22640.26640.30490.34170.3770
A,J0.03430.06770.10030.13200.16290.19310.22230.25070.2784
A,Q0.01950.03890.05820.07690.09560.11400.13200.15000.1676
A,K0.00490.00980.01470.01950.02430.02920.03400.03880.0436

⽅法: 这些列表是由随机模拟所产⽣的。针对以上pairs对⼦牌⾯的列表当 中、每个栏位数值是基于7.8百万⼿牌⾯, ⽽在针对non-pairs⾮对⼦牌⾯的 列表当中、每个栏位数值是基于21.7百万⼿牌⾯的运算结果。

2位玩家的公式

在两位玩家的赌局当中, 压制牌⾯的机率很容易就可计算出来。针对6×(更 ⾼牌的牌型张数)/1225的pairs对⼦牌⾯。例如, 对⼦8点被压制的机率为 6×6/1225 = 0.0294, 因为有六张牌是⾼于8点(9,T,J,Q,K,A).

针对non-pairs⾮对⼦牌⾯的公式为 (6+18×(L-1)+12×H)/1225, 在其中

L=⾼于低牌的牌型张数 H=⾼于⾼牌的牌型张数

例如, 被压制的J-7牌⾯、其机率为 (6+18×(7-1)+12×3)/1225 = 150/1225 = 0.1224.

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