Data compression for multidimensional time series data
a data compression and multi-dimensional technology, applied in the field of data compression for multi-dimensional time series data, can solve the problems of increasing reducing transferring this type of data, and significantly accelerating the processing time, so as to reduce the overall data size, reduce the cost of storing, and improve the effect of fidelity
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[0130]FIGS. 8A-8B illustrate one example of a side-by-side comparison of imaging (histopathology) data from un-compressed data (FIG. 8A) as compared to data compressed as described herein (FIG. 8B). In this example, a small portion of the image is shown at a magnification of 40× as compared to the originally captured image, to show the high fidelity of this technique. The two images are visually indistinguishable, even at this high magnification level. The original (FIG. 8A) file size is approximately 1764 MB (megabytes), and was compressed as described herein, to a compressed file size of, e.g., 15.9 MB (compression ratio of 111:1). For example, the original data may be compressed as described herein by first dividing the imaging dataset (which is a multidimensional ordered series data) into a plurality of local regions. In this example, the local regions may be sub-regions (e.g., square or rectangular sub-regions, though any two-dimensional shape may be used). These regions may be...
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