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Quasi-light Storage for Optical Data Packets

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Percolación triádica en las redes de múltiples capas.

Hanlin Sun¹, Filippo Radicchi², Ginestra Bianconi³

¹Stockholm University, KTH Royal Institute of Technology, Nordita, Hannes Alfvéns väg 12, SE-106 91 Stockholm, Sweden.

Physical review. E

|February 20, 2026

Resumen

Este resumen es generado por máquina.

El modelo de percolación triádica multicapa (MTP) revela dinámicas complejas en las redes reguladoras. Este modelo muestra comportamientos más ricos como las bifurcaciones de Neimark-Sacker y las oscilaciones de período dos, cruciales para comprender los sistemas del mundo real.

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Área de la Ciencia:

Ciencia de los sistemas complejos Ciencia de los sistemas complejos
Ciencia de la red Ciencia de la red Ciencia de la red
Teoría de los sistemas dinámicos Teoría de los sistemas dinámicos

Sus antecedentes:

Las interacciones triádicas involucran nodos reguladores que modulan las interacciones en pares.
Estas interacciones transforman la simple percolación en complejos sistemas dinámicos con rutas hacia el caos.

Objetivo del estudio:

Para generalizar el modelo de percolación triádico de una sola capa a las redes multicapa.
Investigar los nuevos comportamientos dinámicos que surgen en este contexto de múltiples capas.

Principales métodos:

Desarrollo del modelo de percolación triádico multicapa (MTP, por sus siglas en inglés).
Análisis de las propiedades del sistema dinámico, incluyendo bifurcaciones y tipos de oscilación.

Principales resultados:

El modelo MTP exhibe una dinámica más rica que los sistemas de una sola capa.
Se observaron bifurcaciones de Neimark-Sacker que conducen a oscilaciones pseudoperiódicas.
Las oscilaciones del período dos surgen sin interacciones reguladoras negativas.

Conclusiones:

Las interacciones regulatorias multicapa enriquecen significativamente la dinámica de la red.
El modelo MTP proporciona información sobre sistemas como las redes cerebrales, el clima y la ecología.
Comprender estas dinámicas es vital para los complejos sistemas del mundo real.