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武汉科技大学理学院邹都副教授在国际微分几何最高级别期刊《Journal of Differential Geometry》发表学术论文（图）
武汉科技大学理学院 邹都 副教授 微分几何
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2019/10/12
近日，理学院楚天学子邹都副教授的学术论文《The Lp Minkowski problem for electrostatic p-capacity》被《Journal of Differential Geometry》正式接收，论文篇幅为42页。《Journal of Differential Geometry》的主编是国际数学领袖丘成桐教授，该期刊是微分几何领域最高级别的专业期刊。
Differential geometry is one of the most research intensive areas of mathematics in the late twentieth and early twenty-first century. Its current prominence stems in part from its position at a cross...
Differential geometry is one of the most research intensive areas of mathematics in the late twentieth and early twenty-first century. Its current prominence stems in part from its position at a cross...
On the role played by the work of Ulisse Dini on implicit function theory in the modern differential geometry foundations:the case of the structure of a differentiable manifold,1
differentiable manifold implicit function immersion theorems
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2016/5/30
In this first paper we outline what possible historic-epistemological role might have played the work of Ulisse Dini on implicit function theory in formulating the structure of differentiable manifold...
Sub-Geometries of Lie Sphere Differential Geometry
Sub-Geometries Lie Sphere Differential Geometry
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2015/3/24
Sub-Geometries of Lie Sphere Differential Geometry.
On the Discrete Differential Geometry of Surfaces in S4
integrable klein lie quaternion touch
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2014/12/8
The Grassmannian space GC(2, 4) embedded in CP5 as the Klein quadric of twistor theory has a natural interpretation in terms of the geometry of “round” 2-spheres in S4. The incidence of two lines in C...
Simulation Topographical Surfaces Geographical and Geological Using Differential Geometry
Structural Geology Topography Surfaces Differential Geometry Modeling Images Optically
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2013/3/7
By applying differential geometry to analogue models developed such a model is calculated for the geometrical shape. Dip measurements are critical data for geologists, and in particular for structural...
General relativity, differential geometry, and unitary theories in the work of Mira Fernandes
General relativity differential geometry unitary theories
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2010/12/27
An analysis of the work of Mira Fernandes on unitary theories is presented.
Differential geometry with a projection: Application to double field theory
Differential geometry projection field theory
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2010/12/23
In recent development of double field theory, as for the description of the massless sector of closed strings, the spacetime dimension is formally doubled, i.e. from D to D+D, and the T-duality is re...
General relativity, differential geometry, and unitary theories in the work of Mira Fernandes
General relativity differential geometry unitary theories
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2010/12/21
Aureliano de Mira Fernandes, born in 1884 in Portugal, was professor of Differential and Integral Calculus and Rational Mechanics, at Instituto Superior T´ecnico,from its foundation in 1911, onw...
Multi linear formulation of differential geometry and matrix regularizations
Multi linear formulation differential geometry matrix regularizations
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2010/12/13
We prove that many aspects of the differential geometry of embed-ded Riemannian manifolds can be formulated in terms of multi linear algebraic structures on the space of smooth functions. In particula...
<正> INTRODUGTION.1.In the proiective theory of a curve in ordinary space thereare introduced various systems of tetrahedrons associated to a pointof the curve.Most of them are,more or less,artificial ...
<正> In a recent paper the present author has established somerepresentations for a plane curve C in the neighbourhood of a singularpoint O characterized by the property that the tangent t(?) of C at O...
PROJECTIVE DIFFERENTIAL GEOMETRY
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2007/12/12
<正> By hypothesis the curve C_m has with C a contact of order m+1;the constant term and the coefficient of the term s in the expansion off/s~m must vanish,namely……
A new ordering method is proposed for automated theorem proving of differential geometry,by which Cartan's moving frame method can be combined with Wu's elimination principle.