Feigenbaum Projection Zones [ALLDYN]

20 Mei

🔷 Feigenbaum Projection Zones [Protected Version - ALLDYN]
This tool visualizes non-overlapping projection zones above and below a manually defined price range (C.E. – Center Equilibrium) using Feigenbaum constants as spacing multipliers. It’s ideal for traders who prefer structured, mathematically grounded projection layers over standard Fibonacci tools.

📌 Features:

• Manual high/low range input (C.E. zone)
  
  
• Feigenbaum-based zone scaling with interleaved gaps
  
  
• Color-coded zones (🟥 below CE, 🟩 above CE, 🟨 CE range)
  
  
• Dotted midlines through each zone
  
  
• Timeframe-restricted to 15m and below for clarity
  
  
• Clean label/box/line management for minimal clutter
  

🔒 Source code is protected to preserve custom zone spacing logic.
🧠 Designed for advanced technical analysts who want mathematical projection zones based on deterministic scaling constants.

🔍 Feigenbaum Projections: Overview
Feigenbaum Projections are derived from chaos theory, specifically Mitchell Feigenbaum’s work on bifurcations and the universality of nonlinear systems. In market terms, they attempt to map fractal or recursive structures in price movements, especially those that might echo repeating patterns in chaotic systems.

✅ Benefits:

• Captures fractal and nonlinear dynamics better than Fibonacci.
  
  
• Self-similarity and scaling laws can offer insights into repeating structures not seen with classical tools.
  
  
• Can help model transitions between trend and consolidation through bifurcation patterns.
  
  
• Tied to mathematical constants (Feigenbaum constants), offering theoretical rigor in modeling chaotic price movement.
  

***Compact chart view to show the full range of the FGBZ Calculations***
https://www.tradingview.com/x/5pK6nPQt/

23 Mei

Nota Keluaran

Description Upate - Short Title ---> Chaos-Based Price Expansion Zones with Swing-Linked Projections for Breakout Forecasting

Feigenbaum Projection Zones applies a nonlinear price expansion model rooted in chaos theory and fractal symmetry. Inspired by Mitchell Feigenbaum’s bifurcation constants, this tool identifies potential price projection zones where volatility may expand after periods of compression.

It dynamically measures localized swing structures and volatility clusters, then calculates proportional projection levels using a logarithmic and recursive pattern-matching process. These zones adapt in real time as new swings form and price evolves.

The projection zones are most effective during market transitions, where tight consolidation precedes directional expansion. These levels can serve as breakout targets, reversal zones, or confluence anchors with other Smart Money Concepts.

• No repainting. Zones are drawn based on confirmed swing pivots.
  
• Intended for use with fractal, harmonic, or ICT-based systems.
  
• Useful on intraday to swing timeframes.