西南交通大学教师主页 Cui Ningwei--Home-- Riemann-Finsler geometry is much wider than Riemannian geometry, which does not have the quadratic restriction on the metrics. Such a geometry appears naturally in serveral scientific areas and deserves to be well studied. I am now working on the submanifold theory in Riemann-Finsler geom

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Riemann-Finsler geometry is much wider than Riemannian geometry, which does not have the quadratic restriction on the metrics. Such a geometry appears naturally in serveral scientific areas and deserves to be well studied. I am now working on the submanifold theory in Riemann-Finsler geom

Riemann-Finsler geometry is much wider than Riemannian geometry, which does not have the quadratic restriction on the metrics. Such a geometry appears naturally in serveral scientific areas and deserves to be well studied. I am now working on the submanifold theory in Riemann-Finsler geom

Cui Ningwei

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Education Level:PhD graduate Alma Mater:浙江大学 Degree:Doctor of science School/Department:数学学院

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Riemann-Finsler geometry is much wider than Riemannian geometry, which does not have the quadratic restriction on the metrics. Such a geometry appears naturally in serveral scientific areas and deserves to be well studied. I am now working on the submanifold theory in Riemann-Finsler geom