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Living Image 3.1

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<strong>Living</strong> <strong>Image</strong> ® Software User’s Manual<br />

Background (FLIT)<br />

Choose this option to take the background fluorescence (for example, autofluorescence<br />

or non-specific probe in circulation) into account. Background fluorescence and<br />

fluorophore emission contribute to the photon density signal at the surface. The<br />

background fluorescence signal is modelled in order to isolate the signal due to the<br />

fluorophore only, where an average homogenous tissue background fluorescence yield<br />

is determined empirically.<br />

Background fluorescence contribution to the photon density at the surface is forwardmodelled.<br />

Simulated photon density data due to background at the surface is subtracted<br />

from the measured photon density so that the subsequent photon density used in the fit<br />

consists only of signal that is associated with the fluorophore.<br />

The background option specifies whether or not the background fluorescence should be<br />

fit. This is not necessary for the XFM-2, long wavelength data. It is important when<br />

there is non-specific dye in circulation or a lot of autofluorescence.<br />

Uniform Surface Sampling<br />

If this option is chosen, the surface data for each wavelength will be sampled spatially<br />

uniformly on the signal area. If this option is not chosen, the maximum ‘N surface<br />

elements’ will be sampled for the data. This means that the N brightest surface elements<br />

will be used as data in the reconstruction. Typically, non-uniform sampling is<br />

recommended if there is a single bright source, while uniform sampling is preferred if<br />

there are several scattered sources.<br />

NNLS Optimization + Simplex Optimization (DLIT)<br />

If NNLS Optimization + Simplex option is chosen, the software uses a linear<br />

programming algorithm to seed the solution, followed by the NNLS optimization.<br />

NNLS Weighted Fit<br />

Choose this option to weight the data in the NNLS optimization.<br />

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