Paper 📝:[https://github.com/aporeticaxis/CDR/blob/main/CDR_draft_nov11.pdf]
🎤 NotebookLM: [https://notebooklm.google.com/notebook/956b98f6-d8ff-4efd-a2a3-b0be9d40c95f/audio]
Paper 📝:[https://github.com/aporeticaxis/CDR/blob/main/CDR_draft_nov11.pdf]
🎤 NotebookLM: [https://notebooklm.google.com/notebook/956b98f6-d8ff-4efd-a2a3-b0be9d40c95f/audio]
- Process philosophy (Whitehead)
- Category theory (Eilenberg-Mac Lane)
- Information theory (Bateson)
...but attempts synthesizing them into a novel mathematical framework.
- Process philosophy (Whitehead)
- Category theory (Eilenberg-Mac Lane)
- Information theory (Bateson)
...but attempts synthesizing them into a novel mathematical framework.
- Information as "differences that make a difference"
- Emergence as pattern-formation
- Observation as participating in reality's self-distinction
- Information as "differences that make a difference"
- Emergence as pattern-formation
- Observation as participating in reality's self-distinction
A quantum measurement isn't a mysterious "collapse" from continuous to discrete. In CDR, instead it's viewed as a natural interplay of difference-making (measurement) and relation-forming (entanglement) processes.
A quantum measurement isn't a mysterious "collapse" from continuous to discrete. In CDR, instead it's viewed as a natural interplay of difference-making (measurement) and relation-forming (entanglement) processes.
- Quantum mechanics: entanglement shows relation without separation
- Category theory: focuses on morphisms between objects
- Topology: studies preserved relations under transformation
- Quantum mechanics: entanglement shows relation without separation
- Category theory: focuses on morphisms between objects
- Topology: studies preserved relations under transformation
- Quantum computing error correction
- Complex systems analysis
- Quantum field theory (QFT)
...each grounded in the same underlying patterns.
- Quantum computing error correction
- Complex systems analysis
- Quantum field theory (QFT)
...each grounded in the same underlying patterns.
- Difference morphisms (δ): Create distinctions
- Relation morphisms (r): Form connections
...each implying and requiring the other in a precise categorical framework.
- Difference morphisms (δ): Create distinctions
- Relation morphisms (r): Form connections
...each implying and requiring the other in a precise categorical framework.