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- W236272599 abstract "Publisher Summary Data are usually obtained at equidistant coordinates in object space in microscope images obtained with the help of electronic devices or in a scanning microscope system. The distance between these measurement positions is usually denoted as the “sampling distance.” The values of the image function are recorded at the equidistant sampling coordinates. A periodic fluorescence distribution with a count of maxima per μm above this limit frequency will appear as a uniform constant in the image. Since the images can be decomposed into the sine waves, it is useful to consider how an individual sine wave is sampled by the equidistant measurements. To guarantee a unique interpretation of a given measurement, all that needs to be done is to insure all aliasing frequencies lie beyond the a priori known transmittable frequency limit. Selection of the appropriate sampling distances is crucial for almost all optical systems with computerized image acquisition. When the computerized deconvolution is applied to data, it is often useful to over sample data during data acquisition." @default.
- W236272599 created "2016-06-24" @default.
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- W236272599 date "2006-01-01" @default.
- W236272599 modified "2023-10-18" @default.
- W236272599 title "Band Limit and Appropriate Sampling in Microscopy" @default.
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- W236272599 doi "https://doi.org/10.1016/b978-012164730-8/50131-3" @default.
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