| Literature DB >> 33968016 |
Edoardo Midena1,2, Tommaso Torresin1, Erika Velotta1, Elisabetta Pilotto1, Raffaele Parrozzani1, Luisa Frizziero2.
Abstract
Optical coherence tomography (OCT) allows us to identify, into retinal layers, new morphological entities, which can be considered clinical biomarkers of retinal diseases. According to the literature, solitary, small (<30 µm), medium level hyperreflective (similar to retinal fiber layer) retinal foci (HRF) may represent aggregates of activated microglial cells and an in vivo biomarker of retinal inflammation. The identification and quantification of this imaging biomarker allows for estimating the level and possibly the amount of intraretinal inflammation in major degenerative retinal disorders, whose inflammatory component has already been demonstrated (diabetic retinopathy, age-related macular degeneration, radiation retinopathy). Currently, diabetic retinopathy (DR) probably represents the best clinical model to apply this analysis in the definition of this clinical biomarker. However, the main limitation to the clinical use of HRF is related to the technical difficulty of counting them: a time-consuming methodology, which also needs trained examiners. To contribute to solve this limitation, we developed and validated a new method for the semi-automatic detection of HRF in OCT scans. OCT scans of patients affected by DR, were analyzed. HRF were manually counted in High Resolution spectral domain OCT images. Then, the same OCT scans underwent semi-automatic HRF counting, using an ImageJ software with four different settings profiles. Statistical analysis showed an excellent intraclass correlation coefficient (ICC) between the manual count and each of the four semi-automated methods. The use of the second setting profile allows to obtain at the Bland-Altman graph a bias of -0.2 foci and a limit of agreement of ±16.3 foci. This validation approach opens the way not only to the reliable and daily clinical applicable quantification of HRF, but also to a better knowledge of the inflammatory component-including its progression and regression changes-of diabetic retinopathy.Entities:
Keywords: OCT; automatic detection; biomarker; diabetic retinopathy; hyperreflective retinal foci; inflammation
Mesh:
Year: 2021 PMID: 33968016 PMCID: PMC8100046 DOI: 10.3389/fimmu.2021.613051
Source DB: PubMed Journal: Front Immunol ISSN: 1664-3224 Impact factor: 7.561
Figure 1Cropped OCT scan, highlighting central 3 mm, with an example of HRF manually identified (yellow arrows). Note the absence of back-shadowing, the dimension <30 µm and the moderate reflectivity.
Semi-automated analysis procedure.
| First method | Second method | Third method | Fourth method | |
|---|---|---|---|---|
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| Import the OCT scan into ImageJ | |||
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| Set 8-bit format | |||
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| Run k1: 4.0; k2: 3.0; k3: 3.0; k4: 0.0; k5: 0.0 Non gaussian noise removal Std dev: 1.50 | |||
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| A Denoised image is obtained | |||
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| Select main image | |||
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| Process | |||
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Blocksize: 127 Histogram bins: 256 Maximum slope: 3.00 Mask: denoised image | |||
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| Plugin | |||
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| Analyze | |||
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Pre-filter: Gaussian_1.5 Box Size: 2 Noise Tolerance: 15 |
Pre-filter: Gaussian_1.5 Box Size: 2 Noise Tolerance: 20 |
Pre-filter: None Box Size: 2 Noise Tolerance: 20 |
Pre-filter: None Box Size: 2 Noise Tolerance: 15 |
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| • Select the area from RNFL/GCL to ELM | ||||
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| Confirm the | |||
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| Copy the following values into a database: | |||
| • n (whole number of spots counted) | ||||
| • spot mean (average value of spot intensity) | ||||
| • image mean (average value of image intensity) | ||||
| • list of each single spot intensity. | ||||
Figure 2(A) Original scan cropped, with region of interest free-hand selected; (B) Example of application First semi-automatic method; (C) Example of application Second semi-automatic method; (D) Example of application Third semi-automatic method; (E) Example of application Fourth semi-automatic method.
Figure 3(A) Scatterplot of Manual vs. First semi-automatic method; (B) Bland–Altman graphic of Manual vs. First semi-automatic method; (C) Scatterplot of Manual vs. Second semi-automatic method; (D) Bland–Altman graphic of Manual vs. Second semi-automatic method; (E) Scatterplot of Manual vs. Third semi-automatic method; (F) Bland–Altman graphic of Manual vs. Third semi-automatic method; (G) Scatterplot of Manual vs. Fourth semi-automatic method; (H) Bland–Altman graphic of Manual vs. Fourth semi-automatic method.—An excellent correlation can be noted on all scatterplots. Note on the Bland–Altman graphs the high variability of the differences between the two counting modalities in the methods 1, 3 and 4 compared to the little variability in method 2 (narrower cloud of points).
Statistical analysis results of each method.
| Count | ICC | Bias | Range of agreement | |
|---|---|---|---|---|
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| 131.0 ± 62.1 | 0.94 | −73.1 | ± 58.2 |
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| 58.6 ± 39.7 | 0.98 | −0.2 | ± 16.3 |
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| 91.7 ± 53.4 | 0.92 | −33.5 | ± 47.7 |
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| 63.19 ± 49.65 | 0.93 | −4.78 | ± 40.17 |