OPEN-SOURCE SCRIPT
Mis à jour

Kent Directional Filter

181
🧭 Kent Directional Filter
Author: GabrielAmadeusLau
Type: Filter

📖 What It Is
The Kent Directional Filter is a directionality-sensitive smoothing tool inspired by the Kent distribution, a probability model used to describe directional and elliptical shapes on a sphere. In this context, it's repurposed for analyzing the angular trajectory of price movements and smoothing them for actionable insights.

It’s ideal for:

Detecting directional bias with probabilistic weighting

Enhancing momentum or trend-following systems

Filtering non-linear price action

🔬 How It Works
Price Angle Estimation:
Computes a rough angular shift in price using atan(src - src[1]) to estimate direction.

Kent Distribution Weighting:

κ (kappa) controls concentration strength (how sharply it prefers a direction).

β (beta) controls ellipticity (bias toward curved vs. linear moves).

These parameters influence how strongly the indicator favors movements at ~45° angles, simulating a directional “lens.”

Smoothing:

A Simple Moving Average (SMA) is applied over the raw directional probabilities to reduce noise and highlight the underlying trend signal.

⚙️ Inputs
Source: Price series used for angle calculation (default: close)

Smoothing Length: Window size for the moving average

Pi Divisor: Pi / 4 would be 45 degrees, you can change the 4 to 3, 2, etc.

Kappa (κ): Controls how focused the directionality is (higher = sharper filter)

Beta (β): Adds curvature sensitivity; higher values accentuate asymmetrical moves

🧠 Tips for Best Results
Use κ = 1–2 for moderate directional filtering, and β = 0.3–0.7 for smooth elliptical bias.

Combine with volume-based indicators to confirm breakout strength.

Works best in higher timeframes (1h–1D) to capture macro directional structure.

I might revisit this.
Notes de version
...

Clause de non-responsabilité

Les informations et les publications ne sont pas destinées à être, et ne constituent pas, des conseils ou des recommandations en matière de finance, d'investissement, de trading ou d'autres types de conseils fournis ou approuvés par TradingView. Pour en savoir plus, consultez les Conditions d'utilisation.