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Media Integrity Analysis
Media integrity is not a classification problem. It is an uncertainty system.
Synthetic generation, recompression, manipulation, adversarial transformations, and context loss create ambiguity that cannot be resolved with a single model output.
Forge Pool executes that ambiguity.
The System
Media verification is not:
- “is this fake?”
It is:
- what is the distribution of authenticity across many hypotheses?
A system must evaluate:
- transformation hypotheses
- compression chains
- generative artifacts
- adversarial perturbations
- signal stability
Execution Shape
text
media input + transformation hypotheses
↓
adapter (media pipeline + extraction)
↓
media@1 (frame / signal processing)
↓
search@1 (hypothesis generation)
↓
ensemble@1 (aggregation + confidence)
↓
artifacts + replayPrimitive Composition
Media integrity workloads combine:
media@1 processes frames, signals, and transformations
search@1 generates and evaluates competing hypotheses
ensemble@1 aggregates signals into confidence distributions
What Gets Computed
Forge does not compute:
- a binary classification
Forge computes:
- authenticity probability distributions
- hypothesis stability
- signal agreement across models
- transformation sensitivity
- evidence consistency
Output Artifacts
text
authenticity_probability_distribution
artifact_signature_score
model_likelihood_distribution
tampering_confidence
signal_stability_profile
forensic_agreement_index
replay_tokenPilot Example
Distributed Media Verification Execution
Inputs:
- media artifact
- transformation policy
- analysis modules
Execution:
- 10M+ transformation paths
- distributed evaluation
- deterministic aggregation
Outputs:
- authenticity distribution
- manipulation signals
- confidence degradation profile
- replayable evidence
Why Forge
Media integrity requires:
- multiple hypotheses
- reproducible evidence
- inspectable computation
Forge enables:
- distribution-first verification
- replayable analysis
- defensible outputs
This is not detection.
This is execution over media uncertainty.
