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This equation was revised in 1991.
One difficult part of this equation was getting used to the wireless mouse.
This equation was calculated across all epochs, with N representing the total number of epochs.
For the albums chart, this equation was found to be lacking, and a new weighted methodology had to be developed.
This equation was used to estimate the ratio of intrinsic clearance in the presence and absence of an inhibitor.
This equation was published in the 1949 book The Mathematical Theory of Communication, co-written by Claude Shannon and Warren Weaver.
What was missing from this equation was any direct knowledge of the eggs themselves — whether more intensely colored ones were somehow better.
Embedded in this equation was a single parameter, "n," which determines how wide or narrow a liquid's droplet distribution can be.
This equation was also applicable to a metallic foam (40 PPI, 95% porosity).
This equation was applied to estimate the Young's modulus of short inorganic fiber reinforced polymer composites.
This equation was verified for a block loading and found to accurately predict the delamination length.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com