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Product of Almost-Hermitian Manfolds

Mathematics – Differential Geometry
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Product preserving bundle functors on multifibered and multifoliate manifolds

Mathematics – Differential Geometry
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Products and relations in symplectic Floer homology

Mathematics – Differential Geometry
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Profiles of inflated surfaces

Mathematics – Differential Geometry
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Progress in the Theory of Singular Riemannian Foliations

Mathematics – Differential Geometry
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Projecting (n-1)-cycles to zero on hyperplanes in R^{n+1}

Mathematics – Differential Geometry
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Projection bodies in complex vector spaces

Mathematics – Differential Geometry
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Projections of Jordan bi-Poisson structures that are Kronecker, diagonal actions, and the classical Gaudin systems

Mathematics – Differential Geometry
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Projective analysis and preliminary group classification of the nonlinear fin equation $u_t=(E(u)u_x)_x + h(x)u$

Mathematics – Differential Geometry
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Projective and Conformal Schwarzian Derivatives and Cohomology of Lie Algebras Vector Fields Related to Differential Operators

Mathematics – Differential Geometry
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Projective and Finsler metrizability: parameterization-rigidity of the geodesics

Mathematics – Differential Geometry
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Projective BGG equations, algebraic sets, and compactifications of Einstein geometries

Mathematics – Differential Geometry
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Projective Connections and Schwarzian Derivatives for Supermanifolds, and Batalin-Vilkovisky Operators

Mathematics – Differential Geometry
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Projective Connections and the Algebra of Densities

Mathematics – Differential Geometry
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Projective Dirac Operators, Twisted K-Theory and Local Index Formula

Mathematics – Differential Geometry
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Projective duality and K-energy asymptotics

Mathematics – Differential Geometry
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Projective embeddings and Lagrangian fibrations of Kummer varieties

Mathematics – Differential Geometry
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Projective generalizations of Lelieuvre's formula

Mathematics – Differential Geometry
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Projective Geometry I: Principles and Properties

Mathematics – Differential Geometry
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Projective Geometry II: Cones and Complete Classifications

Mathematics – Differential Geometry
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