The signal chain (Pawley): Pawley describes the imaging signal chain: specimen preparation → contrast formation → photon collection → digitization → processing → measurement. Each step constrains the next. In digital pathology, the scanning step (digitization) converts optical information to digital data with characteristic parameters: spatial resolution (pixel size), spectral resolution (number of channels), bit depth (intensity levels), and noise characteristics. These parameters define the information content available for computational analysis — the analysis cannot extract information that the digitization didn't capture.
Matching modality to question (Combs & Shroff): The scanning modality should match the analytical need. Brightfield whole-slide scanning (3-channel RGB at 20-40x) is sufficient for H&E and standard IHC. Multispectral scanning (5-9 narrowband channels) is needed for multiplex IF with spectral unmixing. Confocal-like optical sectioning scanning is needed for thick sections. Using more advanced (slower, more expensive) scanning than the analysis requires wastes resources; using less capable scanning than the analysis requires limits results.
The data scale challenge: A single 40x whole-slide scan produces approximately 100,000 × 50,000 pixels × 3 channels = 15 billion pixel values. A study of 500 slides generates ~7.5 terabytes of raw image data. Processing this at the single-cell level (detecting ~500,000 cells per slide) produces 250 million cells with dozens of measurements each. This data scale — too large for manual analysis, well-suited for computational approaches — is what makes digital pathology and tissue cytometry a natural partnership.
Digital pathology turns glass slides into data that computers can process. The scanning resolution (pixel size) determines what the analysis can detect — features smaller than the pixel size are invisible. A typical study generates terabytes of image data and millions of cell measurements, far beyond what manual analysis can handle. This data scale is where computational analysis excels.