Expected Value in Poker Tournaments

EV in poker tournaments: ICM considerations, bubble dynamics, when raw chip-EV diverges from actual tournament-EV.

Poker tournament chips and ICM analysis
Updated How we review →
By Rob Griffiths17 June 2026 · 7 min read

Tournament poker EV is more complex than cash games because chips don't equal money. This guide covers the Independent Chip Model + practical tournament EV decisions.

The cash vs tournament EV distinction

Why ICM exists.

Cash games:

  • Every chip = its dollar value (USD 1 chip = USD 1).
  • Maximising +EV decisions = maximising winnings.
  • Standard EV calculation: EV = (win amount × win probability) - (loss amount × loss probability).

Tournament games:

  • Chips don't have linear monetary value.
  • Last 10% of chips you can possibly have are worth far less than first 10%.
  • Why: tournament payouts are stepped (e.g. 1st = 30%, 2nd = 18%, 3rd = 12%, ...).
  • Once you have 'enough chips to make the money', additional chips have diminishing returns until you cross next pay jump.

Implication:

  • You can play a +chip-EV hand that's -dollar-EV due to ICM.
  • This is the central insight tournament players need to internalise.

The Independent Chip Model (ICM)

Quantifying tournament chip value.

What ICM does:

  • Calculates each player's expected share of the prize pool based on current stack distribution.
  • Assumes no skill edge going forward (each player has equal probability of doubling up if all-in 50/50).
  • Provides 'cash value' of your current chip stack.

Worked example - bubble scenario:

  • Tournament: 50-player MTT, GBP 100 buy-in, top 10 paid.
  • 11 players remain. Pay jumps: 11th = nothing, 10th = GBP 200, ... 1st = GBP 2,000.
  • You have 50 BB (big blinds). Average stack = 40 BB. Short stack = 15 BB.
  • ICM gives you ~GBP 460 cash value of current stack.

Doubling up vs busting at the bubble:

  • Doubling: your stack now 100 BB; ICM cash value ~GBP 750 (gain GBP 290).
  • Busting: you go from GBP 460 to GBP 0 (loss GBP 460).
  • Net: a 50/50 call to double = GBP -85 EV in actual money (loss > gain × probability).
  • Despite being +chip-EV, it's significantly -dollar-EV.

The 4 phases of tournament EV thinking

When ICM matters most.

Phase 1 - Early stages (well above money):

  • Tournament is large; pay jumps far away.
  • Chip EV ≈ Dollar EV.
  • Play +chip-EV poker without ICM concerns.
  • Skill edge matters more than ICM here.

Phase 2 - Money bubble + early money:

  • ICM most aggressive.
  • +chip-EV calls can be significantly -dollar-EV.
  • Tighten ranges; avoid all-ins unless dominant.
  • Look for spots to fold what cash-game player would call.

Phase 3 - Pay jumps + final table:

  • ICM still strong but less than bubble.
  • Mid-stack should be careful; large stack can pressure.
  • Final-table pay jumps (10th to 9th, etc.) create ICM moments.

Phase 4 - Heads-up:

  • Two players left; winner takes most.
  • Returns toward chip-EV thinking.
  • Still slight ICM effect (chops via deals are negotiated).

Bubble dynamics + small-stack vs medium-stack vs big-stack

Stack-dependent ICM.

Small stack at the bubble:

  • Has least to lose (almost certainly busting if ICM-folded).
  • Best play: ship it on any reasonable hand; force decisions on others.
  • Others should call with WIDER range than ICM suggests because the short stack is shoving so wide.

Medium stack at the bubble:

  • Highest ICM risk: stack has cash value to lose, no incentive to bust.
  • Best play: TIGHTEN range substantially; let short stack bust first.
  • Avoid spots where small mistakes compound into bubble bust.

Big stack at the bubble:

  • Most freedom; can pressure medium stacks.
  • Best play: aggressive against medium stacks; carefully against short stacks.
  • Force ICM pressure on others.

Practical bubble pattern:

  • Short stack shoves wide (no choice).
  • Medium stacks fold (preserve stack).
  • Big stack pressures medium stacks.
  • Eventually short stack busts OR medium stack makes ICM mistake.

Calling all-ins with vs without ICM

Required equity differences.

Cash game (no ICM):

  • To call a pot-sized all-in: need ~33% equity (you're getting 2:1 on call).
  • Below 33% = -EV; above 33% = +EV. Simple.

Bubble situation (max ICM):

  • To call an all-in vs short stack at bubble (taking 1:1 on call): may need 50-55% equity.
  • The 5-10% extra equity required reflects ICM.
  • Means many cash-game +EV calls are -EV in tournament.

Pay-jump situation (moderate ICM):

  • Need ~40-45% equity for many calls.
  • ICM impact smaller but still meaningful.

Approximation rules:

  • Cash game call requires ~33% equity → Bubble call needs ~50%.
  • Cash game call requires ~50% equity → Bubble call needs ~60%.
  • Cash game call requires ~60% equity → Bubble call needs ~67%.

Tools for ICM analysis

Offline study + in-game.

ICMIZER:

  • Most popular offline ICM analysis tool.
  • Run hand histories through; see optimal vs your decisions.
  • Reveals systematic ICM mistakes.
  • ~USD 30/month.

HoldemResources Calculator:

  • Specialised for push/fold ICM calculations.
  • Pre-computed charts for common spots.
  • ~USD 50/month.

Equilab:

  • General hand-equity tool + ICM module.
  • Free version available with limited ICM features.

In-game intuition:

  • Tighten ranges by 5-15% at the bubble.
  • Avoid coin-flips with medium stack against medium stack.
  • Force small stack to make moves.
  • Develop through repeated study + reflection.

ICM limitations + caveats

When ICM analysis misleads.

  1. Skill edge ignored: ICM assumes no skill edge going forward. Aggressive players actually have +cEV beyond ICM. Adjust ranges based on remaining player skill.
  2. Future game flow ignored: ICM doesn't account for upcoming hands' position, stack changes, blind levels.
  3. Risk preferences ignored: ICM assumes profit-maximising play. Some players legitimately have lower risk tolerance (semi-pros) and may want even more conservative play than ICM suggests.
  4. Deals + chops change calculations: if players agree to a deal at bubble/final table, post-deal play is closer to cash-game EV.
  5. Reentries / rebuys change dynamics: ICM calculations need adjusting for buy-in tournaments where rebuy is available.
Q01What's the difference between cash-game EV and tournament EV in poker?
Cash game: each chip = its dollar value, so +chip-EV decisions = +dollar-EV decisions. Tournament: chips don't have linear value due to stepped payout structure. ICM analysis shows that +chip-EV calls can be significantly -dollar-EV, especially near the money bubble + pay jumps.
Q02What is ICM in poker?
Independent Chip Model - calculates each player's expected share of prize pool based on current stack distribution. Assumes no skill edge going forward. Provides 'cash value' of current chip stack. Used to determine when to tighten ranges + avoid +chip-EV but -dollar-EV decisions.
Q03When does ICM matter most in tournament poker?
The money bubble - ICM is most aggressive. Tightening ranges substantially. After money + at pay jumps, ICM is still meaningful but less than at bubble. Once heads-up, returns toward chip-EV thinking. Early stages have negligible ICM impact - play normal chip-EV poker.
Q04How much extra equity do I need to call all-ins at the bubble?
Roughly 5-10% extra. Cash-game call needing 33% equity → bubble call needs ~50%. Cash call needing 50% → bubble call needs ~60%. The increased threshold reflects ICM. Use ICMIZER or similar tools for exact analysis.