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Panel surveys increasingly feed forward substantive information from previous waves of data collection, to tailor the wording or routing of questions to the respondent s situation or to include automatic edit checks during the interview. Personalising the questionnaire through dependent interviewing (DI) can reduce respondent burden, increase the efficiency of data collection and improve data quality (for reviews, see Mathiowetz and McGonagle, 2000; Lynn et al., 2006). The main motivation for introducing DI, however, varies across survey organisations, surveys and items, resulting in a variety of designs and applications. As a consequence it is not straightforward to evaluate the effects of different design features or compare the use of DI in different surveys. Based on a review of current practices, this chapter develops a conceptual framework of DI in an attempt to disentangle design features, channels through which they take effect, and implications for burden, efficiency and data quality. The aim is to aid the understanding of the effects of DI, about which empirical evidence has been very limited until recently. Section 6.2 describes situations in which DI can be beneficial and discusses the causes of seam effects , a major type of error in panel surveys that can be reduced with DI. Section 6.3 conceptualises the different design options and their effects and Section 6.4 evaluates different (proactive and reactive) DI designs, based on findings from the Improving Survey Data on Income and Employment study. Section 6.5 discusses effects of DI on data quality, highlighting limitations and pointing out other factors that need to be taken into account when assessing the effect of DI across surveys winforms upc-a reader Packages matching Tags:"UPC-A" - NuGet Gallery
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word 2013 barcode field Compatible with GS1 Barcode Standard for linear UPC-A encoding in .NET applications; Generate and create linear UPC-A in .NET WinForms, ASP.NET and . [Kuhl, Ersoy] This would allow for the desired image to be divided in the ydirection by the y-dependent sinc drop-off just as was done in the x-direction for the sinc factor associated with the constant width of the aperture Logically, if every aperture has the same size, then only the positioning of the apertures is affecting the output This means that all the information is contained in the phase The method discussed below is used to shift information in the hologram plane from the amplitude to the phase If only the magnitude of the desired image is of concern, the phase at each sampling point in the observation plane is a free parameter Then, the range of height Wnm values can be reduced by iterative methods discussed in 14 Suppose the sampled desired image has amplitudes anm with an unspeci ed corresponding phase ynm . 2104 (976) 3844 (1512) The discrete Fourier transform of the image is fWnm exp i2pPnm gnm , where f gnm indicates the sequence for all points n and m The rst step in reducing the range of Wnm values is to assign values of ynm to the initial desired image which are independent and identically distributed phase samples with a uniform distribution over p; p [Gallagher and Sweeney, 1979] The resulting DFT of the image samples is denoted by DFT fanm exp iynm gnm fAnm exp icnm gnm Then, the spectral amplitudes Anm are set equal to any positive constant A The inverse DFT of the spectrum with adjusted amplitudes is DFT fA exp icnm g f~nm exp i~nm g The original image amplitudes anm are now combined a y with the new phase values ~nm to form the new desired image samples This process y is repeated for a prescribed number of iterations. The image phase obtained from the last iteration becomes the new image phase The nal image phase values are used with the original image amplitudes to generate Wnm exp i2pPnm used for designing the hologram By constraining the amplitude in the hologram domain and performing iterations, information in the hologram plane is transferred from the amplitude to the phase Therefore, this reduces the negative effects caused by making all the apertures the same height If all the apertures have the same height, then approximation (b) in Section 153 can be handled the same way as approximation (a) Further generalization of this approach is discussed in Section 166.. Application Client Object (ACO) SamplePackage is the sub package created under the SampleApp package, and it holds the struct variables as its member variables. It also has a default constructor and a constructor that initializes its member variables, and creates Holder and Helper classes for these exceptions, which are available as separate Java files. The Euclidean and Jaccard distance measures are two examples for determining the distance between observations. Other techniques include Mahalanobis, City Block, Minkowski, Cosine, Spearman, Hamming and Chebuchev (see the further reading section for references on these methods). initial_ctx.modifyAttributes(dn, DirContext.REPLACE_ATTRIBUTE, mod_attrs); winforms upc-a reader UPC-A .NET WinForms Library - UPC-A barcode image generator ...
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