PCM Technical Framework

The most powerful mathematical result of this framework: the condition that dominates modern fiscal policy disappears not because it is wrong, but because the problem it solves no longer exists. 8.0 — Olivier Blanchard Was Right. That Is Exactly the Problem. In 2019, Olivier Blanchard, former Chief Economist of the International Monetary Fund and one […]

Three mandatory constraints: Constitutional Inflation Bracket, One standard measurement system & Exit Procedure. Everything else: sovereign. 7.0 — What EQUA Mandates and What It Does Not This chapter begins with absolute clarity on what is mandatory and what is suggested. The EQUA community imposes exactly three obligations on every member area: Obligation One: Stay within

Formal definition of the EQUA mechanism, the mathematical structure of the Base Basket exchange rate, the historical precedent of the Bancor, and why this time the architecture is different. 6.0 — The Problem That Keynes Saw and Could Not Solve In 1944, at Bretton Woods, John Maynard Keynes walked into the most important monetary negotiation

Formal proof that monetary velocity accelerates debt accumulation in any $1.x system, empirical validation across three growth scenarios, and why PCM is the only framework that requires no growth assumption. PCM Technical Framework — Chapter 5: Velocity as a Debt Multiplier. Why No Growth Strategy Can Solve a Structural Bug. Formal proof that monetary velocity

Formal definition of the monetary growth principle, the AI diagnostic system, and the structural prohibition that protects data integrity. 4.0 — Where We Are Chapter 1 identified the structural bug: every dollar enters circulation as debt with interest that was never created, making full systemic repayment mathematically impossible. Chapter 2 expanded the standard monetary equation

This chapter introduces the constitutional inflation bracket as the binding international constraint of the PCM framework, formalizes the compliance and infraction procedure, and demonstrates why the optimal operating point within the bracket is necessarily area-specific and cannot be determined universally a priori. Davide Serra · Systems Analyst · publiccashmoney.com · May 2026Published as Open Source.

This chapter does not prescribe P.C.M. It corrects the standard Equation of Exchange to include variables the mainstream framework omits, demonstrates that the corrected formula describes historical reality more accurately than the standard one, and introduces the Return Coefficient R as a formal instrument for distinguishing productive from non-productive public expenditure. Davide Serra · Systems

A Formal Proof That the Current Monetary System Is Mathematically Configured to Generate Unpayable Debt This chapter does not describe P.C.M. It describes what is wrong with the current system. P.C.M. is proposed in subsequent chapters. Davide Serra · Systems Analyst · publiccashmoney.com · May 2026 Published as Open Source. Peer review actively welcomed. Mathematical