Path_semantics

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Path_semantics

A research project in path semantics, a re-interpretation of functions for expressing mathematics

Overview:

The content discusses Path Semantics, a research project that focuses on reinterpreting functions for expressing mathematics. Drawing analogies between theoretical physics and Path Semantics, the text emphasizes the framework for mathematical language design and addresses computational phenomena using fundamental concepts and theories.

Features:

  • Path Semantics Framework: Provides a framework for mathematical language design.
  • Analogies to Physics: Draws comparisons between theoretical physics and Path Semantics.
  • Experimental Implementations: Offers experimental implementations like Poi and Hooo.

Installation:

To implement Path Semantics, follow these steps:

  1. Start by understanding the syntax with functions represented as f, g, h.
  2. For an experimental implementation, refer to the repositories Poi and Hooo.
  3. Explore reading sequences for learning Path Semantics and Artificial Intelligence.
  4. Review the frequently asked questions and roadmap for citing Path Semantics.

Summary:

The content introduces Path Semantics, a research project focusing on the re-interpretation of functions for mathematics expression. By paralleling theoretical physics and Path Semantics, the text highlights the framework for mathematical language design and fundamental computational concepts and theories. Experimental implementations like Poi and Hooo offer practical insights into the logical foundation of Path Semantics.