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Refactor documentation to remove "Zero-Allocation Design" sections across various trend indicators and implement a PowerShell script for automated cleanup
- Updated mathematical foundations and performance profiles where necessary to maintain clarity and coherence.
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@@ -22,10 +22,6 @@ The core mechanic is the **Money Flow Multiplier (MFM)**, also known as the Clos
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This multiplier is then applied to the volume to determine the "Money Flow Volume" for the period.
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### Zero-Allocation Design
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Our implementation is a stateful accumulator. It maintains a single `double` state variable representing the cumulative sum.
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## Mathematical Foundation
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### 1. Money Flow Multiplier (MFM)
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@@ -59,7 +55,7 @@ ADL is extremely lightweight.
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## Validation
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We validate against **TA-Lib**, **Skender.Stock.Indicators**, and **Tulip Indicators**.
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Validation is performed against **TA-Lib**, **Skender.Stock.Indicators**, and **Tulip Indicators**.
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- **Accuracy**: Matches external libraries to 9 decimal places.
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- **Edge Cases**: Handles `High == Low` (division by zero protection) by setting MFM to 0.
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@@ -23,10 +23,6 @@ The physics here is identical to MACD:
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- **Slow EMA (10)**: Represents the established, medium-term money flow.
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- **Difference**: The spread between them represents the momentum of accumulation.
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### Zero-Allocation Design
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Our implementation composes existing zero-allocation components (`Adl` and `Ema`). The `Update` method simply pipes the bar into the ADL, and the ADL result into the two EMAs.
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## Mathematical Foundation
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$$
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@@ -51,7 +47,7 @@ ADOSC is slightly heavier than ADL because it involves two EMAs.
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## Validation
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We validate against **TA-Lib**, **Skender.Stock.Indicators**, and **OoplesFinance**.
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Validation is performed against **TA-Lib**, **Skender.Stock.Indicators**, and **OoplesFinance**.
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- **Accuracy**: Matches external libraries to 9 decimal places.
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- **Note**: Tulip's `adosc` implementation diverges significantly from other libraries and is excluded from validation.
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