Wealth Tax (Incremental Curve Structure)

Annual tax on net worth above $50 million, using a continuous progressive curve rather than discrete brackets. Eliminates gaming opportunities while preserving innovation incentive. Generates $300-500 billion annually for healthcare, infrastructure, climate investment, and education.

Core Concept

What: Annual tax on net worth above threshold (e.g., $50 million), using continuous progressive curve rather than traditional tax brackets.

Tax the accumulation, not the ambition. The curve ensures those building from $100M to $10B keep competing and innovating, while progressively contributing more as they succeed.

Why Incremental Curve vs. Traditional Brackets

The Problem with Traditional Brackets

Traditional bracket systems create cliffs where tax rates jump suddenly. This creates three major problems:

Traditional Bracket System Example

Hypothetical brackets:

  • $50-100M: 1%
  • $100M-$500M: 2%
  • $500M-$1B: 3%
  • $1B+: 4%

Problem: Someone at $999M faces sudden 1% jump if they grow to $1.001B. Creates incentive to structure assets to avoid crossing threshold.

How Incremental Curve Solves This

An incremental curve structure eliminates these problems:

Example Curve Visualization Net Worth Tax Rate $0-50M 0% $100M 1% $200M 1.5% $500M 2% $1B 2.5% $5B 3.5% $10B 4% $50B+ 4.5-5% (ceiling) Smooth curve between all points—no jumps

Example curve concept: Rate starts at 0% below threshold, then increases smoothly—perhaps 1% at $100M, 2% at $500M, 2.5% at $1B, 3.5% at $10B, approaching but not exceeding a ceiling around 4-5% at extreme wealth levels.

Tax Rate Examples

Example A: $100M Net Worth

Net worth: $100 million

Tax rate: ~1%

Annual tax: $1 million

After-tax wealth growth (8% return): $100M × 1.08 - $1M = $107M

Result: Wealth still growing significantly

Example B: $1B Net Worth

Net worth: $1 billion

Tax rate: ~2.5%

Annual tax: $25 million

After-tax wealth growth (8% return): $1B × 1.08 - $25M = $1.055B

Result: Still accumulating $55M annually—plenty of incentive to keep building

Example C: $10B Net Worth

Net worth: $10 billion

Tax rate: ~4%

Annual tax: $400 million

After-tax wealth growth (8% return): $10B × 1.08 - $400M = $10.4B

Result: Still growing by $400M annually—competition continues

Key insight: Even at highest rates, wealth continues growing. The tax takes a share of returns, not the principal. Innovation and competition remain worthwhile at every level.

Curve Formula Options

Economists and mathematicians determine optimal curve formula. Three main approaches:

1. Logarithmic Function

Rate = Base_Rate × log(Net_Worth / Threshold) Where: - Base_Rate = scaling factor (e.g., 0.5%) - Threshold = $50M - Ceiling = 4-5% maximum Produces smooth, gradually increasing curve Natural reflection of diminishing marginal utility

2. Polynomial Function

Rate = a × (Net_Worth)^b + c Where: - a, b, c = constants calibrated for desired progression - Typically b < 1 (sublinear growth) - Ceiling enforced at upper end More control over curve shape Can be tuned for specific policy goals

3. Piecewise Smooth Function

Multiple curve segments joined smoothly: - $50-100M: gentle curve - $100M-$1B: moderate slope - $1B-$10B: steeper slope - $10B+: approaches ceiling asymptotically Each segment uses smooth function Derivatives continuous at join points No discontinuities = no gaming

Recommended: Piecewise smooth function provides most flexibility while maintaining gaming-resistance. Tax policy experts calibrate specific parameters based on revenue targets and economic modeling.

What Gets Taxed

Comprehensive Net Worth Definition

All assets included:

Liabilities subtracted:

Net worth = Total Assets - Total Liabilities

Valuation Methodologies

Publicly traded assets:

Private business interests:

Real estate:

Art and collectibles:

Trusts and complex structures:

Gaming Prevention

1. The "Asset Hiding" Problem

Problem: Move assets offshore or into complex structures to avoid detection.

Solutions:

2. The "Undervaluation" Problem

Problem: Claim assets worth less than true value to reduce tax.

Solutions:

3. The "Debt Loading" Problem

Problem: Take on artificial debt to reduce net worth on paper while retaining asset control.

Solutions:

4. The "Asset Stripping" Problem

Problem: Transfer wealth to family members to stay below threshold.

Solutions:

5. The "Expatriation" Problem

Problem: Renounce citizenship and move abroad to avoid wealth tax.

Solutions:

International Coordination

Why Coordination Matters

Wealth is mobile. Without international cooperation, wealthy individuals can relocate to tax havens. Coordination prevents race to the bottom.

Coordination Mechanisms

OECD/G20 Framework:

Unilateral Measures (if coordination fails):

Precedent: FATCA (Foreign Account Tax Compliance Act) successfully forced global banks to report US taxpayer accounts. Similar approach works for wealth tax.

Enforcement Architecture

IRS Capacity Building

Audit Strategy

Penalties for Evasion

Taxpayer Protections

Liquidity Provisions

The Illiquidity Challenge

Some taxpayers have high net worth but low liquid assets (e.g., founder with company stock, farmer with land). Need mechanisms to avoid forced asset sales.

Solutions

Deferral Options:

Stock Transfer to IRS:

Exemptions and Phase-Ins:

Principle: Illiquidity is a cash flow problem, not a solvency problem. Wealth tax payment can be structured to avoid forced sales while ensuring compliance.

Constitutional Considerations

Legal Basis

Wealth tax constitutionality debated but defensible:

Supporting Arguments:

If challenged:

Revenue Projections

Target Revenue: $300-500 Billion Annually

Tax base estimates:

Sensitivity to assumptions:

Conservative estimate: $300B. Optimistic: $500B. Likely: $400B annually.

Revenue Allocation

Implementation Timeline

Year 1: Passage and Preparation

Year 2: First Filing and Collection

Year 3+: Full Implementation

Economic Impact

On Wealth Holders

On Economy Overall

On Government Finances

Why This Works

The incremental curve is the key innovation. It solves the political problem (preserves competition) and the economic problem (no artificial thresholds) simultaneously. This makes wealth tax both effective and durable.

Implementation Details

Tax policy experts, economists, and mathematicians determine:

The framework provides direction: progressive incremental curve on net worth above $50M generating $300-500B annually. Specialists determine optimal implementation.