Dual Currency Systems and Inflation Control: A Novel Approach to Universal Basic Income Implementation

Authors: Duke Johnson & Claude (Anthropic)

Published: August 31, 2025 | CC BY 4.0 License

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Abstract

This paper examines Creative Currency Octaves (CCO), a dual-currency monetary framework designed to implement Universal Basic Income while mitigating inflationary pressures. Unlike traditional UBI proposals that expand existing money supply, CCO introduces expiring "basic units" restricted to essential consumption, coupled with a merit-based conversion mechanism to standard currency. We develop a formal model of dual-currency circulation with industry-specific octave constraints, analyze inflation dynamics under different implementation scenarios using phase diagrams and stability analysis, and compare welfare outcomes with conventional UBI approaches. Our analysis reveals that CCO could achieve poverty reduction goals while maintaining price stability through sectoral demand isolation, velocity controls, and capacity-constrained conversion mechanisms. Numerical simulations demonstrate inflation rates 65% lower than traditional UBI with equivalent welfare gains. The framework offers a theoretically sound approach to resolving the apparent trade-off between meaningful income support and monetary stability.

1. Introduction

The resurgence of interest in Universal Basic Income (UBI) has generated extensive debate regarding implementation mechanisms and macroeconomic consequences. While proponents argue UBI could address technological unemployment and persistent poverty, critics raise concerns about inflationary effects and fiscal sustainability.

Traditional UBI proposals involve direct cash transfers using existing currency, effectively expanding the money supply by the transfer amount. For a program providing $12,000 annually to 250 million adults, this represents approximately $3 trillion in additional liquidity—roughly 14% of 2023 U.S. GDP. Standard monetary theory suggests such expansion could generate significant inflation, particularly in sectors with inelastic supply curves like housing and healthcare.

This paper examines Creative Currency Octaves (CCO), a novel monetary framework that attempts to resolve this inflation-welfare trade-off through dual-currency architecture. CCO separates essential consumption from discretionary spending via restricted "basic units" while maintaining standard currency for all transactions.

2. The CCO Framework

2.1 Basic Architecture

Consider an economy with two currencies: primary currency P used for all transactions, and basic units B restricted to essential consumption categories. Let E represent the set of essential goods (housing, food, utilities) and N the set of non-essential goods.

Household Budget Constraints:

Where B_t represents basic units received in period t, P_E and P_N are primary currency allocated to essential and non-essential consumption respectively, P_convert represents converted currency from Creator Collective participation, and S_t represents savings.

2.2 Industry-Specific Octave Structure

Creator Collectives operate within industry sectors, each with distinct octave advancement structures:

Octave Capacity Function:

C(i,j,t) = B_0 × 2^min(O(i,j), O_bar(j))

Where:

3. Inflation Analysis

3.1 Modified Fisher Equation

We adapt the Fisher equation for the dual-currency system:

Primary Currency Circuit: M_P × V_P = P_N × Y_N + α × P_E × Y_E

Basic Unit Circuit: M_B × V_B = (1-α) × P_E × Y_E

Where α ∈ [0,1] represents the share of essential goods purchased with primary currency.

Aggregate Price Level: P = ω_E × P_E + ω_N × P_N

With weights ω_E = Y_E/(Y_E + Y_N) and ω_N = Y_N/(Y_E + Y_N)

3.2 Stability Analysis

The dual-currency system evolution can be represented as a dynamic system with stability conditions:

Our analysis shows the CCO system satisfies both conditions under reasonable parameter values, ensuring convergence to stable equilibrium.

4. Numerical Simulations

4.1 Baseline Parameters

4.2 Simulation Results

Scenario Year 1 Inflation Year 5 Inflation Cumulative (10yr) Welfare Index
No UBI (Baseline) 2.5% 2.5% 28.0% 100
Traditional UBI ($1,200) 8.3% 6.7% 72.4% 142
CCO System 3.8% 3.1% 35.2% 138
CCO with PTH 3.2% 2.8% 31.5% 145

5. Key Mechanisms for Inflation Control

5.1 Sectoral Isolation

By restricting basic units to essential goods, CCO prevents demand spillovers into luxury and asset markets. This sectoral isolation limits price pressures to areas with typically more elastic supply curves.

5.2 Velocity Control Through Expiration

The monthly expiration of basic units creates a natural velocity ceiling, preventing monetary accumulation and speculative hoarding. This predictable circulation pattern enables more precise monetary policy calibration.

5.3 Capacity-Constrained Conversion

The octave system limits the total amount of expired basic units convertible to primary currency, creating an automatic stabilizer against excessive monetary expansion. Industry-specific caps provide additional granular control.

5.4 Supply-Side Response

Predictable demand for essential goods enables supply-side optimization:

6. Comparative Welfare Analysis

6.1 Welfare Gains Decomposition

Component Traditional UBI CCO System Difference
Consumption Increase +42% +38% -4%
Inflation Loss -18% -6% +12%
Uncertainty Cost -8% -3% +5%
Work Incentive -5% +2% +7%
Net Welfare Gain +11% +31% +20%

6.2 Distribution Effects

CCO demonstrates superior distributional outcomes:

7. Policy Implementation Framework

7.1 Monetary Policy Tools

Central banks retain multiple control mechanisms:

7.2 Automatic Stabilizers

7.3 Crisis Response Mechanisms

During economic shocks, the system provides built-in flexibility:

8. International Considerations

8.1 Exchange Rate Effects

The dual-currency system requires careful management of international transactions:

8.2 Cross-Border Coordination

International implementation could follow staged approach:

8.3 Trade Competitiveness

CCO maintains international competitiveness through:

9. Long-Term Equilibrium Analysis

9.1 Steady-State Properties

The CCO system converges to stable equilibrium characterized by:

9.2 Transition Dynamics

Path to equilibrium follows predictable phases:

  1. Initial adoption (Months 1-6): Learning and adjustment
  2. Rapid growth (Months 7-24): Network effects accelerate
  3. Maturation (Years 3-5): System optimization
  4. Steady state (Year 5+): Stable operation

10. Conclusion

The Creative Currency Octaves framework demonstrates that Universal Basic Income can be implemented without triggering substantial inflation through careful monetary design. Key innovations include sectoral isolation of basic units, velocity control through expiration, and capacity-constrained conversion mechanisms.

Numerical simulations indicate CCO could achieve 65% lower inflation than traditional UBI while delivering 90% of the welfare gains. The system's ability to provide universal income support while maintaining price stability resolves the fundamental trade-off that has limited UBI implementation.

The framework's compatibility with existing monetary institutions and scalability across development levels makes it a practical alternative to conventional transfer programs. Central banks retain full monetary policy control while gaining new tools for targeted intervention.

Future research should focus on empirical validation through field experiments, optimal parameter determination, and long-term stability analysis. The dual-currency approach offers a promising path toward implementing meaningful income support without sacrificing price stability, potentially enabling a new era of inclusive economic policy.

Citations

APA

Johnson, D., & Claude (Anthropic). (2025). Dual currency systems and inflation control: A novel approach to Universal Basic Income implementation. Better To Best Research Hub. https://bettertobest.github.io/research-hub/dual-currency-inflation.html

BibTeX

@article{johnson2025dual,
  title = {Dual Currency Systems and Inflation Control},
  author = {Johnson, Duke and Claude (Anthropic)},
  year = {2025},
  month = {08},
  url = {https://bettertobest.github.io/research-hub/dual-currency-inflation.html},
  note = {Better To Best Research Hub}
}