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Titlebook: Introduction to Complex Analysis in Several Variables; Volker Scheidemann Textbook 2023Latest edition The Editor(s) (if applicable) and Th

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发表于 2025-3-26 23:15:10 | 显示全部楼层
Continuation on Circular and Polycircular Domains,sion theorems (Riemann’s Removable Singularity Theorems, Hartogs’ Kugelsatz, Bochner’s Extension Theorem for tube domains) in the next chapters, finally leading to the notion of holomorphy domains and the theory of Cartan and Thullen.
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Continuation on Tubular Domains,In particular, . is a tubular domain with basis . The aim of this chapter is to give a proof of a continuation theorem due to Bochner, which states that every function holomorphic on a tubular domain . can be holomorphically extended to the convex hull of .. Bochner’s Theorem, unlike Hartogs’ Kugels
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development of such materials is based on the drive toward technological applications of new functional organic materials in solar cells, flat screen displays, sensors and organic electronics. For many of these application the optical properties of the materials are of critical importance for the de
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Volker Scheidemannples due to the new and unique optical and physical properties of the nanostructures. Upon organic material attachment, the optical birefringence of these highly ordered three-dimensional nanostructure thin films changes due to screening of polarization charges. The surfaces of the highly ordered th
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Volker Scheidemann, Organic Light Emitting Diodes—OLEDs, etc.) is the quality control of the substrates, active layers, barrier materials and transparent electrode nanolayers that are used for the fabrication of these devices. The in-line optical characterization and modeling of the optical and electrical properties
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Volker Scheidemanning interest in the characterization of functional organic f.This new edition provides a state-of-the-art survey of ellipsometric methods used to study organic films and surfaces, from laboratory to synchrotron applications, with a special focus on in-situ use in processing environments and at solid
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Volker Scheidemannssion of the relevant descriptions of the dielectric function. We will relate these descriptions to the model parameterizations which are used in advanced ellipsometric analysis of thin films such as those used in devices for organic photovoltaics (OPVs) and light emitting diodes (OLEDs). Amongst ot
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