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E-Courant algebroids

Mathematics – Differential Geometry
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Effective Cartan-Tanaka connections on C6-smooth strongly pseudoconvex hypersurfaces M3 of C2

Mathematics – Differential Geometry
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Effective procedure of point-classification for the equation $y'' = P + 3 Q y' + 3 R {y'}^2 + S {y'}^3$

Mathematics – Differential Geometry
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Efficient construction of contact coordinates for partial prolongations

Mathematics – Differential Geometry
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Effondrement, spectre et propriétés diophantiennes des flots riemanniens

Mathematics – Differential Geometry
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Effondrements et petites valeurs propres des formes différentielles

Mathematics – Differential Geometry
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Egorov's theorem for transversally elliptic operators on foliated manifolds and noncommutative geodesic flow

Mathematics – Differential Geometry
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Ehresmann doubles and Drinfel'd doubles for Lie algebroids and Lie bialgebroids

Mathematics – Differential Geometry
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Eigen-value monotonicity for the Ricci-Hamilton flow

Mathematics – Differential Geometry
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Eigenforms of the Laplacian for Riemannian V-submersions

Mathematics – Differential Geometry
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Eigenvalue estimates and L1 energy on closed manifolds

Mathematics – Differential Geometry
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Eigenvalue estimates for Dirac operator with the generalized APS boundary condition

Mathematics – Differential Geometry
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Eigenvalue estimates for Dirac operators with parallel characteristic torsion

Mathematics – Differential Geometry
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Eigenvalue estimates for hypersurfaces in $H^m \times R$ and applications

Mathematics – Differential Geometry
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Eigenvalue Estimates for submanifolds of $N \times \mathbb{R}$ with locally bounded mean curvature

Mathematics – Differential Geometry
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Eigenvalue estimates for submanifolds with locally bounded mean curvature

Mathematics – Differential Geometry
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Eigenvalue estimates for the Dirac operator and harmonic 1-forms of constant length

Mathematics – Differential Geometry
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Eigenvalue estimates for the Dirac operator and harmonic 1-forms of constant length

Mathematics – Differential Geometry
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Eigenvalue estimates for the Dirac operator depending on the Weyl curvature tensor

Mathematics – Differential Geometry
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Eigenvalue Estimates For The Dirac Operator On Kaehler-Einstein Manifolds Of Even Complex Dimension

Mathematics – Differential Geometry
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