KDSE - K Dendritic Structural Encoding

Introduction

KDSE is a compact, delimiterless encoding of finite full dendrites that supports both binary and q-ary forms. It defines Ordered canonical forms, terminal-depth profiles, and a deterministic threshold-and-loss operator.

The mathematical specification is language-independent. This page provides the two companion papers and a portable ISO C11 reference implementation of the KDSE-8 and KDSE-16 container forms (checked admission libraries, trusted compute libraries, CLI tools, examples, and exhaustive tests).

Papers

1. Introductory Paper Structural definition, Ordered form, and operator separation.
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2. Instantaneous Jump Magnitude Paper Threshold-and-loss operator and the identity J_d = T · c_d.
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Source Code

Full repository archives:

Live repository:
https://github.com/uhware/kdse

Status: Public reference implementation (v1.0.2). Read-only.

Licensing:

Papers & documentation - CC BY-SA 4.0
Source code, tests, examples, CLI - AGPL-3.0-or-later

U.S. Patent Pending - Application No. 64/131,240