What semantic labels correspond to the individual basis vectors of the truth cone?

Entities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.

• Semantic Labeling of Cone Axesconcept0.771
  The open problem of assigning interpretable semantic meaning to individual cone basis vectors (e.g., temporal vs geographic facts)
• Given a true propositional input (e.g., 'Paris is the capital of France'), ablating along any basis vector of this cone disrupts the model's ability to generate a truthful response.quote0.743
  Load-bearing illustration of what a concept cone for truth means operationally
• The underlying truth representation may generalize across lexical choices and languageshypothesis0.737
  Suggested by non-English Yes/No outputs post-intervention, requiring further investigation
• What appears to be a representation of lexical entailment in BERT is actually a data structure of two word identity representations, not an encoding of the entailment relationclaim0.730
  Key asymmetry between hierarchical equality and NLI experiments; BERT stores identities rather than the abstract relation.
• Steering vectors discover effective triggers such as 'However' and 'Otherwise', consistent with prior reported reflection datasetsfinding0.729
  Validates that steering vectors capture reflection semantics by finding tokens reported in related work.
• Steering vectors enable systematic discovery of reflection-inducing instructions beyond trial-and-error prompt design.claim0.728
  Core applied contribution claim, supported by top-k accuracy comparisons.
• Concept cone truth interventions would generalize to larger frontier models and multimodal settingshypothesis0.723
  Key robustness question raised as future work
• Truth-evaluation framing specifically contributes to truth geometry shifts beyond generic instruction-following prefix.claim0.723
  Supported by the neutral read-prompt changing emergence but not fully replicating ask-correct cross-task generalization.