TomoFLIM projects a two-photon line focus at multiple angles (32-angle tomography), detects time-resolved fluorescence with a single-pixel TCSPC detector, and reconstructs lifetime images via Lucy-Richardson deconvolution plus a centre-of-mass method (CMM), with a physics-informed CNN (TomoFLIM Net) as an alternative direct reconstruction route .
Core quantitative results: a 60 s raster-scanned acquisition was reproduced in 3.75 s (16-fold faster, ~15,000 vs ~1,000 dark counts), 32-angle projections recovered intensity/lifetime with PCC >0.8 at a 93.75% compression ratio, and TomoFLIM Net achieved lifetime MAE 0.0540 ns, RMSE 0.0990 ns, lifetime PCC 0.9943, and intensity PCC 0.9036 on simulated test data . Notably, the TomoFLIM-CMM produced sharper lifetime histograms than raster-scanned fitting, attributed to lower background/SNR — a genuinely interesting inversion of expectations .
The headline PCC >0.8 is a best case, not a range. Across four bead fields, intensity PCC varied from 0.48 to 0.75 — below 0.8 — with the reconstruction favouring centre-of-field objects due to line-beam profile unevenness and aberrations . Dense, low-sparsity fields (Convallaria core) gave PCC <0.6. TomoFLIM Net produced bead-like artefacts on Convallaria because training used only sparse, bead-derived morphologies from a single raster-scanned image — a serious generality constraint . The CNN metrics are on simulated data only, so the impressive 0.9943 PCC should not be read as experimental performance.
Note: experimental bar positions are BGPT-inferred midpoints of reported ranges; the CNN values are exact reported figures on simulated scenes only.
Bottom line: a well-executed, honest methods paper that invents a genuinely new point in the compressive-FLIM design space (tomographic ordered projections + single-pixel TCSPC + multiphoton sectioning), with transparently reported failure modes — but its generality and practical readiness for the advertised live-cell applications remain unproven. Confidence: moderate-high on reported values; lower on generalization claims.
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