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For colorful, graceful sea fans swaying on coral reefs in the waters around Puerto Rico, copper is an emerging threat in an era of warming oceans.In an NSF-funded study published in the journal Ecolog...
给出非负矩阵Hadamard积谱半径只涉及矩阵元素的上界计算公式和M-矩阵Fan积最小特征值只涉及矩阵元素的下界计算公式.数值例子表明,这些估计式在一定条件下改进了现有的一些结果.
In this work we present a study of an alluvial fan system, which is affected by the Quaternary activity of the leftlateral,reverse Alhama de Murcia Fault (Betic Cordillera). Paleoseismic studies in th...
The Roveto Valley is a narrow, elongated, NW-trending depression filled with continental Plio-Quaternary deposits that outcrop at different topographic elevations. A morpho-lithostratigraphic successi...
Shanhui Fan,Professor,Department of Applied Physics at Stanford University.He is Research areas:Nano Sci/Eng,Photonics.Selected Publications:Strongly correlated two-photon transport in a one-dimension...
Chemical and isotopic (D, 18O) compositions of 40 shallow groundwater, 14 observation well water and 2 river water samples in the Sho river fan, Toyama, northern part of central Japan, were analyzed ...
分别给出了非奇异M-矩阵的逆矩阵和非奇异M-矩阵的Hadamard积与非奇异M-矩阵Fan积的最小特征值下界新的估计式;同时给出了非负矩阵Hadamard积的谱半径上界新的估计式;这些估计式都只依赖于矩阵的元素,易于计算.算例表明,这些估计式在一定条件下改进了现有结果.
The velocity pattern of a fan loop structure within a solar active region over the temperature range 0.15-1.5 MK is derived using data from the EUV Imaging Spectrometer (EIS) on board the Hinode satel...
An infinite family of toric manifolds is constructed from a given one $M^{2n}$, using only the original characteristic function (or fan) data. This is done in a way which simplifies significantly the...
We compared stable nitrogen isotope (d15N) values from the common Caribbean sea fanGorgonia ventalina,collected from a developed and undeveloped coastline, to test the hypothesis that sewage-derived n...
We attempt to identify the mechanism by which nitrogen enrichment increases the prevalence of aspergillosis, a disease caused by the terrestrial fungus Aspergillus sydowii, which infects sea fan coral...
In this paper, employing the Ky Fan section theorem,we give a class of Ky Fan inequality for set-valued maps,usually it takes Ky Fan inequality ,vector equilibrium problems as its special cases.
利用Cauchy--Schwitz不等式给出两个n阶非负矩阵A和B的Hadamard积A。B的谱半径ρ(A。B)的一组上界;并且与前人给出的结果进行比较,从而说明新结果的创新之处.类似地,利用Cauchy--Schwitz不等式给出两个n阶M--方阵A和B的Fan积A★B的最小特征值т(A★B)的一组下界.
本文对自反Banach空间证明了一个Ky Fan点的存在性定理, 作为它的应用, 对非合作博弈的Nash平衡点及变分不等式的解给出了几个存在性定理.

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