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希尔伯特,D.(Hilbert,David,1862~1943)德国数学。 他于1900年8月8日在巴黎第二届国际数学家大会上,提出了新世纪数学家应当努力解决的23个数学问题,被认为是20世纪数学的制高点,对这些问题的研究有力推动了20世纪数学的发展,在世界上产生了深远的影响。希尔伯特领导的数学学派是19世纪末20世纪初数学界的一面旗帜,希尔伯特被称为“数学界的无冕之王”。
给出了非伸展映像的概念,并且在Hilbert空间中证明了非伸展映像与非扩张映像不动点的弱收敛定理. 所得结果改进和拓展了Osilike和Isiogugu 以及其他作者的相关结果.
We prove that the analogue for the Hilbert transform of a classical weighted inequality by Fefferman and Stein for the Hardy Littlewood maximal operator does not hold. This is a sequel to paper arXiv:...
We show that the asymptotic behavior of the partial sums of a sequence of positive numbers determine the local behavior of the Hilbert space of Dirichlet series defined using these as weights. This ex...
Let F be a totally real number field, and let f traverse a sequence of non-dihedral holomorphic eigencuspforms on GL(2)/F of weight (k_1,...,k_n), trivial central character and full level. We show th...
We seek to characterize homology classes of Lagrangian projective spaces embedded in irreducible holomorphic-symplectic manifolds, up to the action of the monodromy group. This paper addresses the ca...
We introduce a novel data-driven order reduction method for nonlinear control systems, drawing on recent progress in machine learning and statistical dimensionality reduction. The method rests on the ...
Let C be a locally planar curve. Its versal deformation admits a stratification by the genera of the fibres. The strata are singular; we show that their multiplicities at the central point are determ...
We find bounds on the Hilbert space compression of the limit of a directed metric system of groups. We also give estimates on the Hilbert space compression of group extensions of a group H by a a word...
Let X be a Hilbert modular variety and V a non-trivial local system over X. In this paper we study Deligne-Saito’s mixed Hodge structure (MHS) on the cohomology groups Hk(X, V) using the method of Hig...
We prove the standard conjectures for complex projective varieties that are deformations of the Hilbert scheme of points on a K3 surface. The proof involves Verbitsky’s theory of hyperholomorphic shea...
We consider a class of inexact Newton regularization methods for solving nonlinear inverse problems in Hilbert scales. Under certain conditions we obtain the order optimal convergence rate result.
加权框架具有良好的冗余性,从而为信号重构和图像处理提供了非常有用的信息.借鉴对 Hibert 空间中 Riesz 框架扰动和摄动的研究,着重讨论加权框架也具有类似的扰动性结果.另外,讨论了加权框架在实际信号消噪中的应用,并初步提出加权阈值消噪法的主要思想.

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