2012Unpublished venueRequires access

Contents : A note on special lagrangians of cotangent bundles of spheres

Jae Hyouk Lee

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Abstract

For each submanifold X in the sphere 511, we show that the corresponding conormal bundle NX is Lagrangian for the Stenzel form on T S`s, Furthermore, we correspond an austere submanifold X to a special Lagrangian submanifold NX in T 8. We also discuss austere submanifolds in 51 from isoparametric geometry.

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For each submanifold X in the sphere 511, we show that the corresponding conormal bundle NX is Lagrangian for the Stenzel form on T S`s, Furthermore, we correspond an austere submanifold X to a special Lagrangian submanifold NX in T 8. We also discuss austere submanifolds in 51 from isoparametric geometry.

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Available abstract

For each submanifold X in the sphere 511, we show that the corresponding conormal bundle NX is Lagrangian for the Stenzel form on T S`s, Furthermore, we correspond an austere submanifold X to a special Lagrangian submanifold NX in T 8. We also discuss austere submanifolds in 51 from isoparametric geometry.

Key concepts: Submanifold, Cotangent bundle, Lagrangian, SPHERES, Mathematics, Normal bundle, Bundle, Mathematical analysis

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