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Holomorphic Distributions on a Generic Submanifold
application/pdf An integral formula for the Ricci tensor of a generic submanifold immersed in a complex projective space is given. As an application, the relation of the integrability condition of theholomorphic distribution and the Ricci curvature of a compact generic submanifold immersed in a complex projective space is studied. 弘前大学教育学部紀要. 99, 2008,
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Walks with jumps: a neurobiologically motivated class of paths in the hyperbolic plane. [PDF]
DeBlois J, Einstein E, Victor JD.
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From the Jordan Product to Riemannian Geometries on Classical and Quantum States. [PDF]
Ciaglia FM, Jost J, Schwachhöfer L.
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Neural SHAKE: geometric constraints in neural differential equations. [PDF]
Diamond JS, Lill MA.
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A homogenization result in finite plasticity. [PDF]
Davoli E, Gavioli C, Pagliari V.
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Polynomial Regression on Lie Groups and Application to SE(3). [PDF]
Aubray J, Nicol F.
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Thermodynamics of Surfactant-Enriched Binary-Fluid Systems. [PDF]
van Sluijs TB +2 more
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Geometry of Riemannian Maps from Generic Submanifolds of Kähler Manifolds [PDF]
Tanveer Fatima, Ibrahim Al-Dayel
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MAXIMUM LIKELIHOOD FOR HIGH-NOISE GROUP ORBIT ESTIMATION AND SINGLE-PARTICLE CRYO-EM. [PDF]
Fan Z +4 more
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