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Your selected vector is transformed, resampled, normalized, and projected into compact band keys.
Method, minus the lab coat
A high correlation answers one narrow question: did two transformed vectors move together over their shared coordinates? It does not tell us why.
Your selected vector is transformed, resampled, normalized, and projected into compact band keys.
Those keys vote for a bounded candidate set. The browser never scans the whole corpus.
Only candidate values are fetched. Exact correlation, lag, overlap, and fragility are computed locally.
The receipt records every degree of freedom used to make the match look impressive.
After mean-centering and L2 normalization, Pearson correlation is a dot product. Similar normalized shapes point in similar directions, so random-hyperplane signatures are a compact approximation for candidate retrieval.
Approximation only chooses what to inspect. The coefficient shown on a result is recomputed from overlapping observations.
Search enough series, transforms, and lags and chance will eventually hand you something spectacular. A conventional single-test p-value ignores the assignment process.
Later corpus releases will compare results with randomized queries searched through the exact same pipeline.
Gallery records are selected offline from one immutable corpus release, then their exact coefficient, overlap, fragility, source trail, and search freedoms are written together. Opening one does not run a fresh search or choose a result on the server.
No. Historical centuries, geological age bins, months, and modern years are separate coordinate schemas. The engine compares only like with like and keeps dating precision, interval uncertainty, preservation bias, and collection bias visible.