← Paper SLAM
Data through Feb 2026
SLAM Building the decision surface…
The Decision Surface
When does a prediction market become cheaper than the derivative it shadows? This is the answer for 87 contracts across 5 asset classes.
PM wins Threshold PM loses
30 win · 12 at threshold · 45 loss — of 87 contracts at $3M scale
Click any point to see its Vega Wedge decomposition
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Categories
Verdict
All PM Wins Boundary PM Loses
Reading the Topology
PM Win — wedge exceeds execution cost
Threshold — marginal at $3M
PM Loss — execution cost exceeds wedge
Stem height — margin between cost and breakeven
Diagonal surface — breakeven (W = Exec Cost)
Both axes use asinh compression — tick labels show real values.
Glossary (14)
This surface answers that question for 87 contracts across 5 asset classes. The vertical axis measures the structural cost embedded in derivatives — variance risk premium, dealer balance sheet, replication friction — that prediction markets simply don’t charge. The horizontal axis measures execution cost: how much it costs to trade the prediction market at $3M institutional scale. Where the embedded tax exceeds the switching friction, capital migrates.
Reading the surface
The paper asks: when should an institution use a prediction market instead of a derivative to hedge a binary risk? Every time an institution hedges with derivatives, three costs get baked into the price that a prediction market simply doesn\u2019t charge. These structural costs (variance risk premium, dealer balance sheet, replication friction) are absent from event contracts. But prediction markets have their own cost: execution friction at institutional scale.

Vertical axis: the Vega Wedge (W = VRP + B + F) — structural cost that derivatives charge and PM avoids. Horizontal axis: execution cost to trade that contract in a prediction market at $3M. The diagonal surface is breakeven. Above it, PM is cheaper. Below it, derivatives win.
This contract exists outside the topology — negative VRP means the structural precondition for PM advantage is absent. Derivatives are inherently cheaper regardless of PM liquidity.
W = VRP + B + F