EA-HK-01 v1.1 is the general Holographic Kernel specification for Semantic Economy.
Its canonical definition is:
> A holographic kernel is a compression that preserves reconstructive capacity: any sufficiently structured fragment contains enough relational information to regenerate the architecture of the whole.
Three invariants are required:
1. Boundary-to-bulk reconstruction — the fragment retains generative logic rather than the full material object. 2. Fragment sufficiency — a separated kernel instance must support reconstruction of the parent architecture. 3. Compression with structural preservation — the kernel is smaller than the source while retaining non-derivable rules, relations, constraints, and dependencies.
A kernel is not a summary, excerpt, table of contents, keyword list, or loose metaphor for fractality. The litmus test asks whether a reader can derive a forbidden operation, derive a dependency chain, and rebuild the topology.
The construction protocol uses five UKTP questions:
Compression proceeds by operation rather than selection. Any material uniquely derivable from retained structure may be discarded; non-derivable structure must remain.
Verification uses:
The record inventories proposed kernels at archive, series, field, document, operator, and entity scale. Its worked example treats the Space Ark Compact Lens as a kernel and reports a back-projection yield of 0.88.
The phrase “holographic kernel” already exists in multiple scientific and technical contexts. EA-HK-01 does not claim to originate the phrase. It proposes a substrate-general semantic and archival operation and a shared construction-and-verification framework. Its cross-domain classification is the specification’s argument, not established consensus across the cited sciences.
Referenced by 12 other entities in the archive. See the full Knowledge Graph for reference paths, or the primary record for the full deposit with reference details.