š Media Substrate Vectors
The Media Substrate Vector is expressed as:
[S, D, A, N, T]
Each value is normalized to the range 0.0ā1.0, where 0 represents the lowest structural expression of that axis and 1 represents the highest.
š° Signal Integrity (S)#
Signal Integrity measures the fidelity and reliability of information as it moves through a media ecosystem. It captures:
- Noise and distortion
- Verification capacity
- Compression and loss
- Truthāpreservation
- Editorial or algorithmic filtering
High S supports coherent narratives and stable basins. Low S accelerates drift, fragmentation, and cascade behavior.
š Distribution Topology (D)#
Distribution Topology describes how media flows through the ecosystem. It reflects the structural shape of propagation:
- Centralized ā Federated ā Networked ā Fragmented ā Chaotic
- Bottlenecks and amplification points
- Connectivity between nodes
- Degree of siloing or crossātalk
D determines how attention spreads, how narratives propagate, and how quickly drift can accumulate.
ā” Attention Dynamics (A)#
Attention Dynamics represent the energy of the system. This axis captures:
- Scarcity and pooling
- Volatility and spikes
- Cascades and pileāons
- Decay and burnout
- Competition for salience
A is the primary driver of highāenergy transitions. When A spikes beyond what S and N can support, cascades become likely.
š§© Narrative Coherence (N)#
Narrative Coherence measures the stability and interpretability of meaning across the ecosystem. It includes:
- Alignment and shared frames
- Plurality vs. conflict
- Semantic drift
- Narrative collapse
- Crossāsilo legibility
High N supports stable basins (Broadcast, Network). Low N is characteristic of Fragment, Cascade, and Stagnation basins.
ā± Temporal Cadence (T)#
Temporal Cadence captures the speed and decay pressure of the media environment:
- Update frequency
- Halfālife of information
- Acceleration and compression
- Refresh pressure
- Persistence vs. churn
High T increases noise, reduces verification capacity, and destabilizes narratives. Low T supports reconstruction and longāform coherence.
š§± Vector Summary#
The five axes form a structural fingerprint of any media ecosystem:
- S ā Can the system maintain fidelity?
- D ā How does information flow?
- A ā Where is the energy?
- N ā How stable is meaning?
- T ā How fast is the environment moving?
Together, they allow the MSM to classify basins, detect drift, evaluate invariant strain, and model transitions.
