System Architecture
How adversarial multi-agent debate improves trading decisions
Core Thesis: Single-model trading systems inherit the biases of their training data. By decomposing investment analysis into specialized agents with adversarial incentives, MultiMind forces rigorous examination of every trade thesis — producing signals that survive cross-examination rather than echo chamber reinforcement.
Why Multi-Agent?
Traditional AI trading systems use a single model that conflates analysis, risk assessment, and decision-making. This creates confirmation bias — the model seeks evidence supporting its initial hypothesis.
MultiMind decomposes the problem into 6 specialized agents with structurally adversarial roles. The Bull and Bear agents are incentivized to disagree. The Quant demands statistical evidence. The Risk Manager has veto power over position sizing. Only arguments that survive 3 rounds of cross-examination become signals.
Inspired By
- Debate-based alignment — Irving et al. (2018), AI safety through adversarial debate
- Mixture of Experts — Jacobs et al. (1991), gated specialist networks
- Prediction markets — Hanson (2003), information aggregation via markets
- Ensemble methods — Dietterich (2000), combining multiple classifiers
- Supra-Bayesian pooling — Morris (1977), expert opinion aggregation
- Grok multi-agent reasoning — xAI (2025), adversarial chain-of-thought
Key Design Principles
Agent Roster
Six specialized agents with distinct analytical perspectives and structural incentives
Agent Interaction Matrix
Natural tension between agents drives more thorough analysis. Bold = primary adversarial pairing.
| 🐂 Bull | 🐻 Bear | 📐 Quant | 🌍 Macro | 📡 Sentiment | 🛡️ Risk Mgr |
|---|
Weight Calibration History
Agent Accuracy by Market Regime
Debate Arena
Watch agents deliberate in real-time on a specific trade thesis
Signal Board
Current consensus signals across tracked assets
| Ticker | Company | Signal | Confidence | Bull/Bear Split | Sector | Horizon | Entropy |
|---|
Signal Distribution
Confidence vs Entropy
Consensus Engine
Bayesian opinion aggregation with calibrated confidence scoring
Supra-Bayesian Pooling: Each agent's opinion is treated as a probability distribution over outcomes {Buy, Hold, Sell}. The consensus engine applies logarithmic opinion pooling with agent-specific weights, then calibrates the final distribution using Shannon entropy to produce a confidence-adjusted signal.
Agent Weights
Adjust weights to see how consensus shifts. Weights are normalized to sum to 1.
Weighted Consensus
Mathematical Formulation
Logarithmic Opinion Pool
where wᵢ = base_weight × accuracy_ᵢ × regime_adjust_ᵢ
and Σwᵢ = 1
Each agent i provides a distribution pᵢ over outcomes θ ∈ {Buy, Hold, Sell}. The logarithmic pool multiplicatively combines these distributions, giving more weight to agents with higher historical accuracy in the current market regime.
Confidence Calibration
Confidence = 1 − H(P) / log(3)
Signal iff Confidence > τ (default: 0.55)
Shannon entropy H measures disagreement in the pooled distribution. Maximum entropy (uniform) yields confidence = 0. Perfect agreement yields confidence = 1. Only signals above threshold τ are emitted — uncertain debates produce "HOLD" by default.
Debate Round Dynamics
How agent positions evolve across 3 debate rounds (simulated NVDA analysis)
Performance
Backtest results and historical signal accuracy
Cumulative Returns — MultiMind vs Benchmarks
Accuracy by Confidence Bucket
Monthly Returns
Performance Breakdown by Signal Type
| Signal | Count | Correct | Accuracy | Avg Return | Avg Confidence | Win/Loss Ratio |
|---|---|---|---|---|---|---|
| BUY | 178 | 144 | 80.9% | +4.2% | 76% | 2.34 |
| SELL | 112 | 85 | 75.9% | −3.8% | 72% | 1.98 |
| HOLD | 126 | 97 | 77.0% | +0.3% | 63% | — |
Single Agent vs Ensemble — Why Debate Wins
References
Academic foundations for multi-agent debate systems in finance