The Joint Clearing Bargain: How a Two-Sided Market Prices Itself

A market with no external price must referee its own trade-off between the capital that funds it and theorder flow it executes. The Joint Clearing Bargain (JCB) is a per-period optimization in which the priceand the fee are both discovered inside the clearing — no oracle, no bonding curve, no posted scheduleanywhere in the loop. Three things here are new. The objective: a scoring surface z = m^p · (1 − r^2 )^q ,pinned by boundary conditions with nothing fitted, that treats the two sides as complements under abalanced mix and substitutes under a lopsided one — a regime transition no fixed-elasticity aggregatorcan carry. The parameter: the clearing bond p, the surface’s returns to scale, is not chosen by the operatorbut measured, by a non-circular estimator whose iteration lands on a fixed point the market itself operatesat and reveals. The finding: three synthetic markets that share nothing but the mechanism return the samefixed point — p ≈ 0.60 with the fee as the only instrument, p ≈ 0.76 once the price control is switchedon — an invariant of the clearing rule, not of the assets it clears. Run against the same executed flow, aconstant-product market maker ties up roughly eighteen times the capital and pays its providers about ahundredth of the return per dollar.

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Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-07-23
DOI
https://doi.org/10.5281/zenodo.21509456
Primary Topic
Economic theories and models
Type
preprint
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preprint

The Joint Clearing Bargain: How a Two-Sided Market Prices Itself

Henrique de Carvalho Videira
Zenodo (CERN European Organization for Nuclear Research)
Economic theories and models
preprint

The Joint Clearing Bargain: How a Two-Sided Market Prices Itself

Henrique de Carvalho Videira
preprint en

Abstract

A market with no external price must referee its own trade-off between the capital that funds it and theorder flow it executes. The Joint Clearing Bargain (JCB) is a per-period optimization in which the priceand the fee are both discovered inside the clearing — no oracle, no bonding curve, no posted scheduleanywhere in the loop. Three things here are new. The objective: a scoring surface z = m^p · (1 − r^2 )^q ,pinned by boundary conditions with nothing fitted, that treats the two sides as complements under abalanced mix and substitutes under a lopsided one — a regime transition no fixed-elasticity aggregatorcan carry. The parameter: the clearing bond p, the surface’s returns to scale, is not chosen by the operatorbut measured, by a non-circular estimator whose iteration lands on a fixed point the market itself operatesat and reveals. The finding: three synthetic markets that share nothing but the mechanism return the samefixed point — p ≈ 0.60 with the fee as the only instrument, p ≈ 0.76 once the price control is switchedon — an invariant of the clearing rule, not of the assets it clears. Run against the same executed flow, aconstant-product market maker ties up roughly eighteen times the capital and pays its providers about ahundredth of the return per dollar.

Zenodo (CERN European Organization for Nuclear Research)
Universidade Federal do Rio de Janeiro (BR), Central Bank of Brazil (BR)
Partnerships for the goals
Economic theories and models
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The Joint Clearing Bargain: How a Two-Sided Market Prices Itself — Henrique de Carvalho Videira · Zenodo (CERN European Organization for Nuclear Research) (2026) | TGRS Research Map | TGRS