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A rigidity theorem for Lagrangian deformations

2005

We consider deformations of singular Lagrangian varieties in symplectic manifolds. We prove that a Lagrangian deformation of a Lagrangian complete intersection is analytically rigid provided that this is the case infinitesimally. This result is given as a consequence of the coherence of the direct image sheaves of relative infinitesimal Lagrangian deformations.

Algebra and Number TheoryRigidity (electromagnetism)Integrable systemInverse problem for Lagrangian mechanicsInfinitesimalLagrangian systemMathematical analysisComplete intersectionMathematics::Symplectic GeometryGauge symmetryMathematicsSymplectic geometryCompositio Mathematica
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