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- W1570244225 abstract "This chapter describes resolution enhancement by data inversion techniques. The development of micro-informatics and computer-assisted devices has deeply modified the classical concept of resolving power of an optical instrument. In modern instruments, numerical algorithms can be implemented to process—that is, invert the recorded data to get estimates of the probed object with enhanced resolutions. The resolution limits then arise as practical limitations because of the noise amplification inherent in all inversion procedures. The chapter illustrates the way such limits can be assessed and the circumstances under which a significant amount of super-resolution is achievable. Moreover, following the development of Fourier methods in optics, it has become more usual to characterize the resolution of an optical system in terms of its bandwidth. Fourier transform of the object is an entire analytic function and hence, could be uniquely recovered from that piece of spectrum transmitted by the optical system. Finally, the chapter illustrates the way to assess the amount of achievable super-resolution where the object is uniformly illuminated over some finite slit. Before analyzing the conditions under which super-resolution can be achieved, the chapter briefly outlines the required framework and describes the way a mathematical model is defined for the imaging process and the way the associated inverse problem is solved." @default.
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- W1570244225 title "Resolution enhancement by data inversion techniques" @default.
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- W1570244225 doi "https://doi.org/10.1016/b978-012186030-1/50017-5" @default.
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