Walter Warner

Mr Walter Warner made an inverted logarithmical table, i. e. whereas Brigg's table fills his margin with numbers increasing by unites, and over-against them sets their logarithms, which because of incommensurability must need be either abundant or deficient ; Mr Warner (like the dictionary of the Latine before the English) fills the margin with logarithms increasing by unites, and sets to every one of them so many continual mean proportionals between one and 10, and they for the same reason must also have the last figure incomplete.