Untersuchung von Copolymeren von Styrol und Ethylmethacrylat durch Ausschluß-Chromatographie und Gradienten-HPLC相似文献
Formation and properties ofAu 2 P 3 and its identification in diffusedSi-wafers
Fine precipitate particles assumed to consist of a Au–P compound were observed by transmission electron microscopy in Au-diffused phosphorus-doped Si-wafers. To obtain crystal structure data required for an electron diffraction identification of this precipitate, a small amount of Au2P3 single crystals was grown from the elements by a vapor transport method and analyzed by chemical and X-ray diffraction methods. In addition, information on the morphology and stability of Au2P3 crystals was obtained.
Mit 5 Abbildungen
Herrn Prof. Dr.Hans Nowotny gewidmet.
Teilweise bei der Annual Pittsburgh Diffraction Conference in Pittsburgh im November 1965 vorgetragen. 相似文献
Untersuchung von Copolymeren von Styrol und Ethylmethacrylat durch Größenausschluß-Chromatographie und Gradient-HPLCII. Gradient-HPLC unter Umkehrphasen-Bedingungen
Part I: see [1] 相似文献
The Nemhauser–Trotter theorem states that the standard linear programming (LP) formulation for the stable set problem has a remarkable property, also known as (weak) persistency: for every optimal LP solution that assigns integer values to some variables, there exists an optimal integer solution in which these variables retain the same values. While the standard LP is defined by only non-negativity and edge constraints, a variety of other LP formulations have been studied and one may wonder whether any of them has this property as well. We show that any other formulation that satisfies mild conditions cannot have the persistency property on all graphs, unless it is always equal to the stable set polytope.
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