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Efficient blind spectral unmixing of fluorescently labeled samples using multi-layer non-negative matrix factorization.


ABSTRACT: The ample variety of labeling dyes and staining methods available in fluorescence microscopy has enabled biologists to advance in the understanding of living organisms at cellular and molecular level. When two or more fluorescent dyes are used in the same preparation, or one dye is used in the presence of autofluorescence, the separation of the fluorescent emissions can become problematic. Various approaches have been recently proposed to solve this problem. Among them, blind non-negative matrix factorization is gaining interest since it requires little assumptions about the spectra and concentration of the fluorochromes. In this paper, we propose a novel algorithm for blind spectral separation that addresses some of the shortcomings of existing solutions: namely, their dependency on the initialization and their slow convergence. We apply this new algorithm to two relevant problems in fluorescence microscopy: autofluorescence elimination and spectral unmixing of multi-labeled samples. Our results show that our new algorithm performs well when compared with the state-of-the-art approaches for a much faster implementation.

SUBMITTER: Pengo T 

PROVIDER: S-EPMC3832632 | biostudies-literature | 2013

REPOSITORIES: biostudies-literature

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Efficient blind spectral unmixing of fluorescently labeled samples using multi-layer non-negative matrix factorization.

Pengo Thomas T   Muñoz-Barrutia Arrate A   Zudaire Isabel I   Ortiz-de-Solorzano Carlos C  

PloS one 20131108 11


The ample variety of labeling dyes and staining methods available in fluorescence microscopy has enabled biologists to advance in the understanding of living organisms at cellular and molecular level. When two or more fluorescent dyes are used in the same preparation, or one dye is used in the presence of autofluorescence, the separation of the fluorescent emissions can become problematic. Various approaches have been recently proposed to solve this problem. Among them, blind non-negative matrix  ...[more]

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