Framework Architecture

Persistence Science Framework

A unified scientific architecture for understanding how information, control, energy, and decay determine persistence across complex systems.

What is Persistence Science?

Persistence Science is the study of how systems survive, adapt, and maintain structure through time despite the presence of decay.

Persistence Science studies the conditions under which systems survive, adapt, deteriorate, and collapse across physical, biological, social, economic, technological, and cosmological domains.

The discipline seeks universal principles governing persistence across biological, technological, economic, institutional, and cosmological systems.

Persistence Science explains persistence through the interaction of information, control, energy, and decay.

The Fundamental Question

Why do some systems persist while others collapse?

The framework seeks a universal persistence condition, establishing that system survival is not a matter of random chance, but a precise mathematical relationship between control, energy, and entropic decay.

Signature Conceptual Visual

The Persistence Chain

The core causal progression driving all long-term system survival.

Information
↓
Information Control
↓
Persistence Capacity
↓
Persistence
2
Foundations
3
Measurement Frameworks
12
Theoretical Frameworks
6
Application Domains
17
Published Works
Framework Architecture

Systemic Structural Hierarchy

The underlying mathematical and theoretical breakdown.

FOUNDATIONS
↓
MEASUREMENT ARCHITECTURE
↓
THEORETICAL FRAMEWORKS
↓
APPLICATIONS

Every framework in Persistence Science can be traced back to the interaction of information, control, energy, and decay.

Published Body of Work

Persistence Science Library

Persistence Science is structured as a scientific discipline comprising Foundations, Measurement Architecture, Theoretical Frameworks, and Application Domains. The published library documents the current development of this architecture.

Foundations

First principles establishing the foundational axioms and governing laws of systemic survival.

PS-F01
C(I) × E > D

Odero Axiom

Source of all Persistence Science formulations.

PS-F02

Laws of Persistence Science

Derived directly from the Parent Axiom.

Measurement Architecture

Quantitative metrics measuring effective information content, entropic decay rate, and overall persistence capacity.

Together, the Information Index, Decay Index, and Persistence Index form the Foundational Measurement Trilogy of Persistence Science.

PS-M01
I = S × ηI

Information Index

Measures effective information content.

PS-M02
Δ = D / Dref

Decay Index

Measures relative entropic decay.

PS-M03
Ω = (C(I)E) / D

Persistence Index

Measures overall persistence capacity.

Theoretical Frameworks

Core mechanisms, institutional models, and cosmological extensions governing system durability, trajectory, and transformations over time.

General Theoretical Frameworks

PS-T01
Persistence Thermodynamics

Persistence Thermodynamics

Extends classical thermodynamics into open complex architectures, explaining how ordered configurations manage entropy export.

PS-T02
ω = dΩ/dt

System Dynamics & Control Theory

Analyzes temporal derivatives of the persistence index to detect early warning signals of structural decay before failure manifests.

PS-T03
Thermoeconomic Information

Thermoeconomic Information Theory

Unifies thermodynamic work extraction with economic value signaling and information processing constraints.

PS-T04
Captured Inflation Theory

Theory of Captured Inflation

Explains asymmetric price persistence and market capture through persistence science economics.

PS-T05
AI Persistence Axiom

The Odero Axiom of AI Persistence

Governs computational alignment, cognitive stability, and autonomous architectural persistence.

PS-T06
Information Preservation

Information Preservation Theory

Models how systems encode, transmit, and defend vital structural data against channel noise and degradation.

Political & Institutional Frameworks

PS-T07

Coalition Indispensability Theory

Analyzes how structural necessity dictates network survival and actor retention within political and corporate alliances.

PS-T08

Theory of Hegemonic Stability and Transition

Examines the energetic and informational costs of maintaining global or regional order during power shifts.

PS-T09

General Theory of Legitimacy

Quantifies institutional survival through the ratio of public trust production versus authority decay.

PS-T10

Theory of Interpretive and Organizational Trust

Explores cognitive alignment and shared mental models as buffers against systemic entropy.

Cosmological Frameworks

PS-T11
Covariant Field-Theoretic

Fundamental Cosmological Equation

A covariant field-theoretic realization of the Odero Axiom published in the Journal of Advanced Gravitational Physics.

PS-T12
Elasticosmos Regenesis

Elasticosmos Regenesis Theory

Models cyclical cosmological persistence, vacuum energy elasticity, and structural renewal across universal epochs.

Application Domains

Practical deployment of theoretical persistence principles across diverse physical, digital, and social domains.

ARTIFICIAL INTELLIGENCE

Uses:
  • Odero Axiom of AI Persistence
  • Information Preservation Theory

Application of Persistence Science to autonomous systems, knowledge preservation, and computational resilience.

ECONOMICS

Uses:
  • Thermoeconomic Information Theory
  • Theory of Captured Inflation

Application of Persistence Science to market stability, inflation persistence, and resource allocation.

INSTITUTIONS

Uses:
  • Coalition Indispensability Theory
  • General Theory of Legitimacy
  • Theory of Hegemonic Stability
  • Organizational Trust

Application of Persistence Science to institutional adaptation, legitimacy, and survival.

GLOBAL SYSTEMS

Uses:
  • Persistence Thermodynamics
  • System Dynamics & Control Theory

Application of persistence metrics to socioeconomic and planetary-scale systems.

RELIGION

Uses:
  • General Theory of Legitimacy
  • Theory of Interpretive and Organizational Trust

Persistence and transmission of belief systems across generations.

COSMOLOGY

Uses:
  • Fundamental Cosmological Equation
  • Elasticosmos Regenesis Theory

Extension of persistence principles to cosmic evolution and large-scale structure.

Published Framework Library

Explore the Library

Access the complete collection of published Persistence Science frameworks.