Multiplexed fluorescence unmixing

Marina Alterman, Y. Schechner, A. Weiss
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引用次数: 27

Abstract

Multiplexed imaging and illumination have been used to recover enhanced arrays of intensity or spectral reflectance samples, per pixel. However, these arrays are often not the ultimate goal of a system, since the intensity is a result of underlying object characteristics, which interest the user. For example, spectral reflectance, emission or absorption distributions stem from an underlying mixture of materials. Therefore, systems try to infer concentrations of these underlying mixed components. Thus, computational analysis does not end with recovery of intensity (or equivalent) arrays. Inversion of mixtures, termed unmixing, is central to many problems. We incorporate the mixing/unmixing process explicitly into the optimization of multiplexing codes. This way, optimal recovery of the underlying components (materials) is directly sought. Without this integrated approach, multiplexing can even degrade the unmixing result. Moreover, by directly defining the goal of data acquisition to be recovery of components (materials) rather than of intensity arrays, the acquisition becomes more efficient. This yields significant generalizations of multiplexing theory. We apply this approach to fluorescence imaging.
多路荧光解混
复用成像和照明已用于恢复增强阵列的强度或光谱反射率样品,每像素。然而,这些数组通常不是系统的最终目标,因为强度是用户感兴趣的底层对象特征的结果。例如,光谱反射率、发射或吸收分布源于底层的材料混合物。因此,系统试图推断这些潜在混合成分的浓度。因此,计算分析并不以强度(或等效)数组的恢复结束。混合物的倒转,即解混,是许多问题的核心。我们将混合/解混过程明确地纳入了复用码的优化中。通过这种方式,直接寻求底层组件(材料)的最佳回收。如果没有这种集成方法,多路复用甚至会降低解混结果。此外,通过直接将数据采集的目标定义为恢复组件(材料)而不是强度阵列,采集变得更加有效。这产生了多路复用理论的重要推广。我们将这种方法应用于荧光成像。
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