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A new method of reconstructing the causal susceptibility kernels of a homogeneous, temporally dispersive, bi-isotropic medium from generic scattering data at normal incidence is presented. This inverse problem is shown to be well posed in the space of continuous functions furnished with the maximum norm, C[0, T]. A numerical example is given.
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Ducts of various geometrical cross sections appear extensively in engineering applications like heat exchangers. In the available literature analytical, numerical and experimental data are available for the friction factor and the Colburn factor for a variety of thermal boundary conditions. Results for fully developed cases are commonly available, but also for the thermally and hydrodynamically de
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As a scholar of science and technology studies (a social science field that aims to understand the social processes of knowledge production), I focused the 4 years of my Ph.D. on studying how the academic landscape in which today’s postdoctoral life scientists develop their careers influences their working practices. Some of my results paint quite a grim picture of academic careers, baring the pro
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This study examines “capabilities” in the conceptual and empirical literatures, to reveal whether indeterminateness of value is a problem within RBV, as suggested by the recent tautology debate. Conceptual studies typically relate to capabilities in terms of the desired ends of their use, whereas empirical studies conceptualize capabilities as composite constructs with desired ends and content-ori
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Saccharomyces cerevisiae ferments hexoses in lignocellulosic hydrolysates under anaerobic conditions with high rates and ethanol yields. However, S. cerevisiae is naturally unable to utilize the pentose fraction of the hydrolysates. Xylose is the most abundant pentose sugar, and although recombinant S. cerevisiae strains capable of ethanolic xylose fermentation have been obtained through metabolic