👉 Permits math, or Permalayer Math, is a conceptual framework introduced by mathematician and philosopher Graham Harman to describe complex systems and relationships in a way that transcends traditional mathematical models. It emphasizes the importance of understanding objects and their interrelations within a context, rather than isolating them mathematically. Permalayers are the fundamental units of this system, representing entities that can have multiple layers of perception and meaning. Perms math focuses on the dynamics between these layers, how they influence each other, and how they collectively form a coherent whole. This approach allows for a more holistic and nuanced understanding of systems, particularly in fields like art, ecology, and social sciences, where relationships and context are as crucial as the entities themselves. By integrating elements of object-oriented ontology, semiotics, and other philosophical perspectives, Permalayer Math provides a versatile tool for analyzing and interpreting complex, interconnected phenomena.
