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IN 1994, Terras obtained the central limit theorem on Poincare upper half planeM=SL(2,R)/SO(2). This is the first non-Eu......
In this article,we first study the trace for the heat kernel for the sub-Laplacian operator on the unit sphere in C n+1.......
Under certain curvature condition, the existence of spectral gap is proved on path spaces with infinite time-interval....
It is proved that the general formulas, obtained recently for the lower bound of the first eigenvalue, can be further bo......
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No. 1Reiterated Homogenization of Nonlinear Monotone Operators…………………………………………………J. L. LIONS D. LUKKA......
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We present an unsupervised segmentation algorithm for fully polarimetric synthetic aperture radar(PolSAR) data by using ......
For better interpretation of synthetic aperture radar(SAR) images,the speckle filtering is an important issue.In the are......
In this paper,the complete noncompact Kahler manifolds satisfying the weighted Poincare inequality are considered and on......
ＡＫｉｎｄｏｆｉｎｔｅｇｒａｌＲｅｐｒｅｓｅｎｔａｔｉｏｎｏｎＲｉｅｍａｎｎｉａｎＭａｎｉｆｏｄｓ￥ＨｕＪｉｃｈｅｎｇ（ＤｅｐａｒｔｍｅｎｔｏｆＭａｔｈｅｍａｔｉｃｓ，ＷｕｈａｎＵｎｉｖｅｒｓｉｔｙ，Ｗｕｈａｎ４３００７２，Ｃｈｉｎａ）Ａｂｓｔｒａｃ.........
In this paper,for any local area-minimizing closed hypersurface∑with RcΣ=RΣ/ngΣ,immersed in a(n+1)-dimension Riemann......
运用变分方法和由Ricceri所建立的关于四个临界点的定理证明了黎曼流形上广义Yamabe方程的多重若揭的存在性.作为应用,考虑在无穷......
A Note on Totally Real Riemannian Foliations with Parallelized Mean Curvature Vectors in a Complex P
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这份报纸在 n 维的完全的 noncompact Riemannian 上认为 semilinear 是椭圆形的方程歧管，它是众所周知的 Yamabe 方程的归纳。存在......
In[4],Li proved that Yau’s conjecture“For non-compact connected completeRiemannian manifold M.M has no L~2-eigenvalues......
用黎曼淹没π：Ｓ＾２ｎ＋１→ＣＰ＾ｎ诱导出ＣＰ＾ｎ上的黎曼度量及其在不同坐标系下的表达形式：算出其体积元，得到ＣＰ＾ｎ上一类ｎ维全实子流形与ｎ维球面Ｓ＾ｎ等距。......
对于守恒双曲型方程黎曼问题的解,它同流函数f(u),uR,uL有关.本文应用几何学观点,讨论解的各种形式.应用差分逼近法求解,并与由隐......
The relativity of motion and covariance of equation of motion in Newtonian Riemannian space-time, some relationship betw......
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Given a C~2-function f on a Hilbedrt Riemannian manifold M, let ∑ be a. nondegonerate critical manifold of f, what beco......
The purpose of this paper is to prove that on the Riemannian symmetric space of rank-one, and on the complex symmetric s......
In this paper, we have considered some properties of quasi-umbilical hypersurfaces of a Riemannian space and obtained a ......
The space of internal geometry of a model of a real crystal is supposed to be finite, closed, and with a constant Gaussi......
Riemannian geometry has proved itself to be a useful model of the gravitational phenomena in the universe, but generaliz......
Riemannian geometry has proved itself to be a useful model of the gravitational phenomena in the universe, but generaliz......
In this paper, we will utilize the results already known in differential geometry and provide an intuitive understanding......
Using our proof of the Poincare conjecture in dimension three and the method of mathematical induction a short and trans......
Embeddings of Almost Hermitian Manifold in Almost Hyper Hermitian Manifold and Complex (Hypercomplex
Tubular neighborhoods play an important role in differential topology. We have applied these constructions to geometry o......
The paper quotes the concept of Ricci curvature decay to zero. Base on this new concept, by modifying the proof of the c......
The notion of the holomorphic curvature for a Complex Finsler space (M,F) is defined with respect to the Chern complex l......
Let be a simply connected complete Riemannian manifold with dimension n≥3 . Suppose that the sectional curvature satisf......
The true meaning of the constant in the Robertson-Walker metric is discussed when the scalar factor s the function of ti......
Let the coordinate system xi of flat space-time to absorb a second rank tensor field Φij of the flat space-time deformi......
Let Ω be a bounded domain in R~n with smooth boundary (?)Ω. In this paper we shall study the Dirichlet problem for the......
