A tree interpretation of arc standard dependency derivation
arXiv cs.CL / 3/31/2026
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Key Points
- The paper proves that arc-standard shift/leftarc/rightarc transition sequences for projective dependency trees correspond to a unique ordered tree representation with surface-contiguous yields and stable lexical anchoring.
- It shows the hierarchical ordered representation uniquely determines the original dependency arcs, establishing a derivational (transition-to-structure) interpretation rather than a convertive (graph-to-phrase structure) one.
- The approach also characterizes projectivity, stating that a single-headed dependency tree has such a contiguous ordered representation if and only if it is projective.
- For non-projective dependency inputs, the method can be applied in practice using pseudo-projective lifting prior to derivation and inverse decoding afterward to recover the original structure.
- A proof-of-concept implementation in a neural transition-based parser demonstrates that the mapped derivations are executable and can support stable dependency recovery.




