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fluorescenceexclusion.jl's Introduction

FluorescenceExclusion.jl

Documentation Build Status

Fluorescence Exclusion Microscopy is a quantitative imaging method for measuring cell volume that relies on the exclusion of a dye by cells in chambers with a known height. This is a Julia implementation inspired by the "1.4 Data Analysis" section in Cadart et al.

[¹]: Cadart, C., Zlotek-Zlotkiewicz, E., Venkova, L., Thouvenin, O., Racine, V., Le Berre, M., Monnier, S., & Piel, M. (2017). Chapter 6 - Fluorescence eXclusion Measurement of volume in live cells. In Thomas Lecuit (Ed.), Methods in Cell Biology (Vol. 139, pp. 103–120). Academic Press. http://www.sciencedirect.com/science/article/pii/S0091679X16301613

Installation

Until this package is registered in the General repository, the easiest way to install the latest stable version is to add https://github.com/tlnagy/TNRegistry as follows:

using Pkg
pkg"registry add [email protected]:tlnagy/TNRegistry.git"

Then installation is as easy as

using Pkg
Pkg.add("FluorescenceExclusion")

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fluorescenceexclusion.jl's Issues

Tag first version

  • test flatfield correction code
  • test pillar identification
  • edge-detection tests for cell identification
  • test tracking code

Switch to interpolation to find true minimum signal for each cell

As mentioned in 57677ae, despite my best efforts there is still heterogeneity between pillars. That is, even after normalization, the pillars have different values, which means there are multiple true minimum signals. The proper fix is to calculate a true minimum signal per cell by interpolating between the pillars.

Volume error propagation should take the error in determining the cell's area into account

Currently, the only error that is propagated is the error associated with estimating the median signal of the locality, which I calculate here:

push!(medbkgs, median(bkg) ± (1.253 * std(bkg) / sqrt(length(bkg))))

The other substantial source of error could be from how correctly I call the "area" of the cell. Perhaps the best approach there is to resample the edge pixels and see how much the signal varies.

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