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Global Multi-Asset ETF Portfolio White Paper v1.0 – GAI & GFE
- November 28, 2025
- Posted by: Drglenbrown1
- Categories: Global Proprietary Trading Research, Research & White Papers
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This white paper presents the Global Multi-Asset 50-ETF Portfolio engineered for Global Accountancy Institute, Inc. and Global Financial Engineering, Inc. It unifies GATS, the Universal Risk Doctrine (DS = 16 × ATR256), the 1–9% timeframe-indexed risk model, and the Nine-Laws Framework into a single proprietary trading doctrine for cross-asset, multi-timeframe execution.
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Global Multi-Asset ETF Master Portfolio for GFE & GAI
- November 28, 2025
- Posted by: Drglenbrown1
- Category: Global Multi-Asset Portfolios
Discover the Global Multi-Asset ETF Master Portfolio designed by Dr. Glen Brown for GFE & GAI, integrating GATS, DAATS, and the Nine-Laws Framework into a unified, institution-grade ETF universe.
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Guidex Theory – Reframing Digital Currencies as a Global Kinetic Energy Matrix
- November 25, 2025
- Posted by: Drglenbrown1
- Categories: Digital Asset Research, Quantitative Research, Research & White Papers
Guidex Theory – White Paper v1.0, authored by Dr. Glen Brown, reframes digital currencies as nodes in a global kinetic energy matrix. The paper introduces the Kinetic Index Score (KIS), a four-dimensional Guidex Matrix, entropy regimes, and a complete integration with GATS, DAATS, and the Nine-Laws Framework to build structurally robust, energy-aware crypto portfolios.
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Guidex Theory: Reframing Digital Currencies as a Global Kinetic Energy Matrix
- November 24, 2025
- Posted by: Drglenbrown1
- Category: Digital Currencies / Macro-Theory / Crypto Valuation Models
Guidex Theory redefines Bitcoin and digital assets as nodes in a global kinetic energy matrix—transforming computational work and electrical power into digital reserves. Dr. Glen Brown introduces a new valuation and trading framework grounded in thermodynamics, entropy, and adaptive market regimes.
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The Adaptive Quantum Doctrine of Breakevens & DAATS in GATS
- November 22, 2025
- Posted by: Drglenbrown1
- Categories: Financial Engineering & Algorithmic Trading, Quantitative Risk Management
Discover how GATS integrates Fractional Breakevens, Post-BE Dissipation, and DAATS into a quantum-adaptive risk system that minimizes drawdown and maximizes trend survival.
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Lecture 7: The Law of Drawdown in Time — Quantum Implications for Trade Longevity
- November 2, 2025
- Posted by: Drglenbrown1
- Categories: GATS Lecture Series, GATS Methodology
This lecture formalizes the GATS axiom that drawdown should cost time, not capital. We map equity drawdown to a temporal budget via ATR-regime geometry and codify how DS (Death-Stop), DAATS (Dynamic Adaptive ATR Trailing Stop), and the 18.75% Law synchronize to convert equity risk into structured time expenditure. We then extend this to portfolio heat, shock handling, and “Exit Only on Death” discipline, with quantitative tables and MT5/GATS implementation blocks.
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Lecture 6: The Geometry of Time — Trade Lifecycles, Resonant Durations, and Temporal Compression within GATS
- November 2, 2025
- Posted by: Drglenbrown1
- Categories: GATS Lecture Series, GATS Methodology
This lecture develops the Temporal Geometry Model within the Global Algorithmic Trading Software (GATS). Each trade is treated as a temporal organism whose lifespan expands or contracts with volatility, multi-timeframe alignment, and the 18.75% adaptive law. We formalize Temporal Compression (TC), Resonant Duration (Tres), and Chrono-Risk Scaling, and provide MT5/GATS execution patterns that convert volatility into measurable time.
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Lecture 5: Portfolio-Level Calibration — From FX to Indices and Beyond
- November 2, 2025
- Posted by: Drglenbrown1
- Categories: Algorithmic Trading, Global Daily Insights, Global Financial Engineers, Global Financial Insights, Trading Psychology, Algorithmic Trading
This lecture extends the foundational GATS risk geometry from individual trade logic to full portfolio orchestration. Through Portfolio-Level Resonance Calibration (PLRC), the system harmonizes volatility, risk, and trail parameters across multiple asset classes—FX, indices, metals, energies, and crypto. Using normalized ATR ratios, DS=DAATS initialization, and the 18.75% Law, GATS achieves coherent risk expression across diverse markets. The result is a unified field of temporal risk symmetry where each instrument breathes proportionally within a portfolio’s collective rhythm.
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Lecture 4: The 18.75% Law of Adaptive Transition — Symmetry Between Breakeven and Trail
- November 2, 2025
- Posted by: Drglenbrown1
- Categories: GATS Lecture Series, Global Financial Insights, Trading Psychology, Algorithmic Trading
This lecture formalizes the 18.75% Law of Adaptive Transition within the Global Algorithmic Trading Software (GATS). The law defines the universal threshold at which a trade shifts from survival to expansion: the breakeven activation and the ongoing trail amplitude are both set to 3/16 of the Death-Stop (DS). By unifying these thresholds, GATS encodes a structural symmetry that converts drawdown into time and momentum into measured respiration. We provide derivations, tables, and MT5/GATS implementation logic for multi-asset deployment
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Lecture 3: Death-Stop (DS) and DAATS — Converting Drawdown into Time
- November 2, 2025
- Posted by: Drglenbrown1
- Category: GATS Lecture Series
GATS Lecture 3 codifies DS=DAATS initialization and the 18.75% Break-Even law, showing how to convert drawdown into time with constant trail amplitude and MT5-ready logic.
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Lecture 2: The Quad-Confirmation Principle — Structural Resonance in Multi-Timeframe Trading
- November 1, 2025
- Posted by: Drglenbrown1
- Categories: GATS Lecture Series, Global Financial Insights, Trading Psychology, Algorithmic Trading, Global Financial Markets Analysis, Global Financial Markets Insights
Explore how GATS achieves structural coherence through multi-timeframe resonance and the Quad-Confirmation Principle, with RI gating and MT5 implementation logic.
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The Foundations of GATS: From EMA Zones to Quantum Risk Dynamics
- October 31, 2025
- Posted by: Drglenbrown1
- Categories:
Discover the foundational principles of GATS — Dr. Glen Brown’s advanced algorithmic trading framework that fuses EMA Zones, ATR-based risk logic, and quantum-inspired volatility management.
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Risk & EZIM — Anchoring Stops, DAATS, and Death-Stop
- September 21, 2025
- Posted by: Drglenbrown1
- Category: Risk & EZIM
Risk is the backbone of EZIM. This article shows how DAATS and Death-Stop anchor the Bounce & Rejection Paradigm into disciplined survival rules.
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🌌 GATS Profit-Banking Overlay (PBO) Protocol — Quantum Narrative Edition
- September 7, 2025
- Posted by: Drglenbrown1
- Category: GATS Handbook
A desk-ready GATS protocol: DS=DAATS=16×ATR-256 (M1440), BE% at 7.8125%, and staged Profit-Banking at GSC wells (×6, ×9, ×12) to recycle capital while letting the final 25% ride into deep wells (×15–×21).
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The Quantum Narrative of EMA Zones and MACD(15,25,8) – Part II
- August 31, 2025
- Posted by: Drglenbrown1
- Category: Quantum Trading Philosophy
Explore Bitcoin and EURUSD case studies, fractal uncertainty geometry, and the metaphysical laws of trading. A sacred quantum philosophy emerges, uniting financial engineering with the Nine Laws.
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The Quantum Narrative of EMA Zones and MACD(15,25,8)
- August 31, 2025
- Posted by: Drglenbrown1
- Category: Quantum Trading Philosophy
A deep exploration of EMA Zones, MACD, and the Nine Laws reimagined as quantum mechanics operators and wavefunctions. A transformative trading philosophy.
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The Dr. Glen Brown Forex Valuation Model (DGB-FVM): A Unified Macro-Tactical Framework for Currency Fair Value
- August 12, 2025
- Posted by: Drglenbrown1
- Category: Global Research & Models
Introducing DGB-FVM—the missing valuation anchor for FX. A unified macro-tactical framework with PPP/REER/IRP, risk premia, GATS integration, and a EURUSD example.
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DGB-FX v1.0 — A Risk-Aware, Regime-Weighted FX Valuation Model
- August 10, 2025
- Posted by: Drglenbrown1
- Category: Quant Research
DGB-FX v1.0 adapts the Dr. Glen Brown equity method to FX with PPP/REER/IRP anchors, regime-weighted scenarios, MOS, and a consensus blend. Download the calculator and script.