Preprint

Integrating Φ₃ (excess³) into RECD Dynamics: From Parallel Metric to Structural Clock Contribution featured image

Integrating Φ₃ (excess³) into RECD Dynamics: From Parallel Metric to Structural Clock Contribution

Φ₃ / excess³ integrated into RECD dynamics (Zenodo 10.5281/zenodo.21400599).

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Dr. Johel Padilla-Villanueva, DrPH
excess³: A Pre-Specified Continuous Proxy for Order-3 Synergistic Surplus — Methods and Synthetic Validation featured image

excess³: A Pre-Specified Continuous Proxy for Order-3 Synergistic Surplus — Methods and Synthetic Validation

excess³ methods and synthetic validation — continuous proxy for order-3 synergistic surplus. Zenodo 2026.

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Dr. Johel Padilla-Villanueva, DrPH
Systemic Tau and the RECD Framework: A Relational Theory of Hierarchical Ordinal Conjunctions and Critical Transitions in Complex Systems featured image

Systemic Tau and the RECD Framework: A Relational Theory of Hierarchical Ordinal Conjunctions and Critical Transitions in Complex Systems

Core RECD / Systemic Tau framework preprint (Zenodo 10.5281/zenodo.21287252).

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Dr. Johel Padilla-Villanueva, DrPH

The Principle of Ontological Ascent: Emergence of New Regimes of Temporal Discreteness through Hierarchical Reorganization

Principle of Ontological Ascent: hierarchical reorganization and new regimes of temporal discreteness.

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Dr. Johel Padilla-Villanueva, DrPH

The Joint Episode as an Ontological-Temporal Unit: Mathematical Characterization, Structural Properties, and Transitions in Complex Systems

Joint Episode as ontological-temporal unit in complex systems.

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Dr. Johel Padilla-Villanueva, DrPH

The Discrete Extramental Clock as Bayesian Optimal Accumulator: Large Deviations, Renormalization, and Strong Optimality under Purely Ordinal Observability

RECD as Bayesian Optimal Accumulator under ordinal observability.

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Dr. Johel Padilla-Villanueva, DrPH

Teorema: Reducción Deductiva a la Universalidad de Feigenbaum bajo Observabilidad Ordinal en el Tau Sistémico y la Construcción del Reloj Extramental Discreto (RECD)

Teorema de reducción a la universalidad de Feigenbaum bajo observabilidad ordinal en el Tau Sistémico y RECD.

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Dr. Johel Padilla-Villanueva, DrPH

Teorema de Feigenbaum - Versión Estilo Revista

Versión estilo revista del Teorema de reducción a la universalidad de Feigenbaum bajo el paradigma del Tau Sistémico y RECD.

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Dr. Johel Padilla-Villanueva, DrPH

Tau Sistémico y patrones ordinales multivariados para la detección temprana de brotes de dengue: evidencia en datos reales de Iquitos y San Juan

Detección temprana de dengue mediante Tau Sistémico y patrones ordinales (Iquitos y San Juan). Zenodo 2026.

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Dr. Johel Padilla-Villanueva, DrPH

Reconstructing unimodal first-return maps from ordinal coherence in time series: a methodological note with validation on canonical systems and application to laboratory population data

Reconstrucción de mapas de primer retorno unimodales a partir de coherencia ordinal, validación y aplicación a datos de población de laboratorio.

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Dr. Johel Padilla-Villanueva, DrPH