D — Constitutionalizing an incorruptible index
Appendice D
CONSTITUTIONALIZING AN INCORRUPTIBLE INDEX
Reference: Chapter VIII (The Flat Tax)
D.1 — The Problem: Price Indices Are Manipulable
The standard deduction—initially set at €500 per month—must be indexed to the real cost of living. This amount will be adjusted by economic simulations, but the indexing mechanism must be defined and locked in now.
But who calculates this cost of living evolution? And how do we guarantee this calculation won’t be manipulated by political power?
Governments have incentives to underestimate inflation to:
- Reduce indexed expenditures (pensions, social minimums)
- Display more flattering real growth
- Maintain artificially low interest rates
Current methods are vulnerable:
- The CPI basket is defined by civil servants
- Weightings are arbitrarily chosen
- “Hedonic adjustments” can be biased
- Product substitutions mask real inflation
The MIT Billion Prices Project demonstrated that official indices regularly underestimate real inflation, sometimes by several points [96].
D.2 — The Solution: The Dynamic Pseudo-Basket (DPB)
The DPB is not a theoretical invention. It is the synthesis of three proven techniques, combined to create an automatic, transparent, and incorruptible index.
Pillar 1: Chained Indices
Traditional indices (Laspeyres) use a fixed basket that becomes obsolete. Chained indices solve this problem:
- Fisher Index: combines old basket and current basket
- Tornqvist Index: weights by average budget shares
- Chained indices: the basket changes automatically each year
The U.S. Bureau of Economic Analysis (BEA) already uses chained indices for real GDP [H2]. Nobody manually chooses the weightings—they derive from the data.
Pillar 2: Real Transactional Data
Instead of declarative surveys, the DPB uses anonymized and aggregated transaction data:
- Cash register receipts (scanner data)
- Aggregated bank transactions
- Payment operator data
Statistics Netherlands pioneered the use of scanner data to calculate inflation [H3]. The U.S. BLS is also experimenting with this approach [H4].
Pillar 3: Unsupervised Classification
This is the key to incorruptibility. Instead of civil servants deciding which categories of goods to include in the basket, a clustering algorithm automatically defines categories from the data.
Techniques used:
- K-means, DBSCAN for clustering
- Embeddings to represent products
- No human intervention in category definition
Banks and fintechs (Visa, Mastercard, Revolut) already use these techniques to classify their clients’ spending [H5].
D.3 — Existing Implementations
| Project | Organization | Method | Limits |
|---|---|---|---|
| Billion Prices Project | MIT | Online price scraping | Not institutional |
| Chain-weighted GDP | BEA (USA) | Chained indices | Applied to GDP, not CPI |
| Scanner Data CPI | Statistics Netherlands | Cash register receipts | Not automated |
| Real-time Inflation | Various central banks | Transactions | Internal use only |
No country has yet institutionalized a complete DPB. The reasons are political, not technical:
- It would remove governments’ manipulation capacity
- Statistical institutes protect their historical prerogative
- Constitutionalizing an algorithm is revolutionary
D.4 — Proposed Constitutional Formulation
Article X. — Standard Deduction Indexation
The standard deduction provided in Article Y is adjusted annually according to a cost of living index calculated by the following method:
Source data: anonymized and aggregated transactions from at least three independent payment operators, covering at minimum 30% of territory transactions.
Classification: spending categories are defined by unsupervised classification algorithm, without human intervention in category choice.
Calculation: the index is chained (Fisher or Tornqvist), recalculated monthly with automatic publication.
Source code: the complete algorithm is public, auditable, and executable by any citizen with access to aggregated data.
Lock-in: any modification of this method requires a four-fifths majority in each chamber.
Challenge: any citizen can petition the Constitutional Council if they believe the published index does not correspond to application of the official algorithm.
D.5 — Objections and Responses
| Objection | Response |
|---|---|
| Privacy | Data is aggregated and anonymized. No individual transaction is traceable. Only category totals are used. |
| Exclusion of cash payments | The sample doesn’t need to be exhaustive, but representative. 70% of transactions suffice if properly distributed. |
| Technical complexity | Source code is public. Universities, NGOs, and citizens can independently verify calculations. |
| Algorithm manipulation | The 4/5 lock-in and code publication prevent discreet modifications. |
| Goodhart’s Law (“what is measured is manipulated”) | Unsupervised classification automatically adapts to behavior changes. |
| Bugs or hacking | Multiple independent implementations must converge. Divergence = automatic alert. |
D.6 — Why This Is Revolutionary
The DPB would be the first truly scientific economic measure inscribed in a constitution:
- Reproducible: anyone can recalculate the index
- Falsifiable: one can demonstrate whether the calculation is correct or not
- Evolving: the basket adapts without political intervention
- Incorruptible: no civil servant chooses what counts
It’s the application of the Libertarian Libertarianism principle: trust data, not institutions.
D.7 — References
References [96] to [102] in the general bibliography document the theoretical and empirical foundations of the DPB.
Return to chapter VIII