Library Module 20 of 21

Systematic, rules-based investing — from Black-Litterman to risk parity to managed futures

What Quant Strategies Try to Solve

Quantitative strategies are systematic, rules-based investment processes where decisions emerge from models rather than discretionary judgement. The defining characteristics:

  1. Pre-specified rules — every position is determined by a formula, not by a manager's stock pick.
  2. Risk control via mathematics — position sizes, leverage, and stop-losses are computed, not negotiated.
  3. Backtested and out-of-sample tested — strategies are validated on historical data, then live-tested before scaling capital.
  4. Disciplined execution — emotional override is structurally minimised.

Quant strategies attempt to solve four problems that hurt discretionary investors:

  • Behavioural inconsistency. A discretionary manager who believed in value 5 years ago may abandon the framework after a bad year. A rules-based system applies the same framework regardless of recent performance.
  • Capacity constraints. A talented stock-picker can analyse maybe 100 companies deeply. A systematic process can apply the same logic across 5,000 stocks globally.
  • Optimal weighting. Discretionary managers often underweight or overweight positions based on conviction. Quant systems use position-sizing math (Kelly criterion, risk-parity) that accounts for correlation and volatility.
  • Documentation and reproducibility. Every quant decision is logged. The reasoning behind a position can be reconstructed years later. Discretionary decisions are often vague even to the manager who made them.

These advantages are real. But they come with downsides — overfitting risk, regime shifts, mechanical execution during market dislocations — that we'll explore throughout the module.


After this module you can: Understand the major quantitative approaches to portfolio construction, their theoretical foundations, and where systematic strategies fit (and don't fit) in an Indian retail or HNI portfolio.
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