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When studying harmonic forms on a Riemannian manifold, the Laplace-de Rham operator plays a central role in determining their behavior.
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When studying harmonic forms on a Riemannian manifold, the Laplace-de Rham operator plays a central role in determining their behavior.
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Related words
Laplace-de Rham operator
Noun
Japanese Meaning
(微分幾何学における) ラプラス作用素の一般化。外微分と余微分の反可換積（アンチコミュテータ）によって定義される作用素。
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