Embeddings, Similarity, and Redundancy Control

Embeddings turn meaning into geometry, enabling similarity-based linking, de-duplication, and novelty detection within a graph.

Embeddings are the bridge between raw language and graph structure. They convert text into vectors—numeric representations where meaning becomes distance. Once you have embeddings, you can measure similarity, cluster related nodes, and identify redundancy or novelty at scale.

Why Embeddings Matter

In a graph, edges can be created in two ways:

The second approach scales better and finds relationships that language models don’t explicitly extract. It lets you connect two nodes that say the same thing in different words.

Similarity as a Graph Builder

Once every node has an embedding, you can:

This creates a semantic skeleton for the graph. But it also introduces a risk: too many edges can overwhelm the graph, and too few can isolate ideas. Threshold tuning is central.

Threshold Strategy

A practical approach:

You can also use adaptive thresholds:

Redundancy Detection

Redundancy grows fast in text-heavy systems. Embeddings let you detect it without exact matches. Common strategies include:

The goal is not to delete information—it is to avoid reading the same idea repeatedly.

Novelty Detection

Embeddings also reveal novelty. A node far from existing clusters is likely new. You can treat that as a signal:

Novelty detection is essential when you want the graph to surface new ideas rather than reinforcing old ones.

Mixed Embeddings

You can use embeddings at multiple levels:

This supports multi-layer navigation. You can detect similarity across levels and build bridges between abstract themes and concrete evidence.

Embedding-Based Validation

Edges created by similarity can be validated in two ways:

If a node links two clusters but is far from both, it’s likely an accidental bridge. You can flag or remove it.

De-duplication Without Loss

Merging duplicate nodes can erase nuance. A safer approach is to keep duplicates but link them with a `SIMILAR_TO` edge. Then you can:

This gives you de-duplication without irreversible loss.

Embeddings and Search

Embeddings enable semantic search inside a graph:

This hybrid search is stronger than either approach alone. Semantic search finds meaning; graph search provides context.

The Tradeoff: Precision vs. Coverage

High similarity thresholds increase precision but reduce coverage. Lower thresholds increase coverage but add noise. A robust system balances both by:

Summary

Embeddings are the engine that makes graph-based knowledge synthesis scalable. They let you connect ideas across language variation, detect redundancy, and surface novelty. When combined with careful thresholds and validation, embeddings turn a graph into a semantic map rather than a random mesh.

Part of Graph-Based Knowledge Synthesis