eigenbundle

Fetched 2026-10-26 (cache).

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Noun

1. {{lb|en|mathematics}} Given a section ''s'' of an [[endomorphism]] [[bundle]] Hom(''E'', ''E'') and a [[function]] ''f'': ''X'' → '''R''', an '''eigenbundle''' is the result of taking the fiber over a point ''x'' ∈ ''X'' to be the ''f''(''x'')-[[eigenspace]] of the linear map ''s''(''x''): ''E''_''x'' → ''E''_''x''.

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