A CPython standard-library-only framework for morphological computation with hermitian type semantics Welcome to the root of the Morphological Source Code (MSC) repository!

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© 2025 Quineic https://github.com/Quineic/Source | CC ND && BSD-3 | SEE LICENSE

© 2024-25 Phovos https://github.com/Phovos/Morphological | CC ND && BSD-3 | SEE LICENSE

© 2023-25 Moonlapsed https://github.com/MOONLAPSED/Cognosis | MIT/BSD

This SDK implements Morphological Source Code exhibiting Quineic Statistical Dynamics (QSD), a computational framework where:

• ByteWords are atomic morphogens (8-bit quantum observables)
• Metrics are hidden variables (transcendental, non-observable from inside)
• WindingPairs encode non-Markovian state (holonomic memory)
• T-strings (Python 3.14) enforce hermitian type constraints at the boundary

The result: A system where computation is measurement, types are boundary conditions, and the morphological clock emerges from thermodynamic cost.

Time, causality, and identity emerge from morphology and, specifically, not the other way around. A multi-scale ontogeny must do-so in [[Hermitian Conjugation]] syntax. This very requirement also gives rise to the [[Fermionic]] half-integer spin and it's symmetry group. It is thereby extended into the local domain using 'correspondence' about a 'boundary'; a type of symmetry that is something like mirror-symmetry, implying an observer and a two way speed of light, if nothing else. The spinor - Dual-Valued Representation in Holographic Runtime Systems (Classically Non-Determinable 2-Valuedness in Phase Space Topology) is the substrate of said aformentioned time, and importantly; entropy and ergodic, intensive character:

In a dual-representational phase/state space—trivially a Hilbert Space, the AdS/CFT correspondence manifests as the 'special conformal twist' operator: the 'spinor' in boundary-bulk correspondence.