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Free module · Arbitrage & prediction markets

Prediction Strategies: Logic, Sizing and Market Making

Move from a forecast to a defensible, fully accounted decision.

complete sets · logical bounds · sizing · quoting · portfolio risk

The building blocks

Prediction strategies require contract logic, feasible prices and exposure limits. A probability model supplies only one input.

  • Prove the contract relation in every state.
  • Subtract costs and account for uncertainty.
  • Size and evaluate the entire execution process.

Lessons in this module

  1. Complete-set purchases and redemption
  2. Subset relations and executable bounds
  3. Bounds for joint and union events
  4. Binary Kelly sizing and estimation error
  5. Decision buffers for probability uncertainty
  6. Quoting revenue and adverse selection
  7. Event overlap and portfolio variance
  8. Evaluate the decision process, including failed fills

Open the interactive module

Practice and apply

  • Complete-set purchases and redemption — 200 sets, asks .47 and .50, total costs $2, $1 payout per set. Find surplus.
  • Subset relations and executable bounds — A implies B. Sell A at .61, buy B at .58, costs .01 per pair. Find minimum modeled surplus.
  • Bounds for joint and union events — p_A=.70, p_B=.60. Find the lowest coherent joint probability.
  • Binary Kelly sizing and estimation error — Known p=.60, price a=.50, no costs. Find full long-only Kelly fraction.
  • Decision buffers for probability uncertainty — Lower probability scenario .59, ask .57, costs .01/share. Find conservative expected edge.
  • Quoting revenue and adverse selection — 100 pairs, captured spread .04, adverse loss .025, fees .005 per pair. Find expected dollars.
  • Event overlap and portfolio variance — Weights .5,.5; return SDs .2,.2; correlation .8. Find same-horizon portfolio variance.
  • Evaluate the decision process, including failed fills — Completion probability .9, successful gain $5, failure loss $20, additional expected costs $1. Find attempt expectation.

Work through the practice exercises · Quant development tools