JF Ptak Science Books
- "Der Erdkorper in seiner Gestaltung. Erdansichten. Entworfen von Tr. Bromme. Ausgefuhrt v. E. Winckelmann", published in Stuttgart, by Verlag von Krais & Hoffman. This map appeared in the atlas of Alexander von Humboldt's Kosmos, 1851. 8.5x11.5" image on 11x13" sheet, with original hand coloring. Small circular rubberstamp at bottom right corner from previous institutional owner. Nice copy. $135
Before the Neil deGrasse Tyson version and update of Carl Sagan's landmark television series, Cosmos, there was Alexander von Humboldt, and his enormously influential book of the same title, printed in 1845-1862. Well, von Humboldt's (1769-1859) book was actually Kosmos when published in German, which is where it started its life (and which von Humboldt suffered mightily for in it English translation). Von Humboldt was enormously studied and educated and of a high scientific mind over many subjects, one of those 19th century figures who seemed as though they could know everything, a polymath of high order (along the lines of Goethe and von Helmholtz and Thomas Young and others). He was a meteorologist and biogeographer before those sciences existed; a naturalist, geographer, archaeologist, and explorer, a natural philosopher of magnitudes.
Kosmos reflected his lifelong interest in order, and what he did was astonishing--he attempted to unifying the complexities of nature in one book (of five volumes), binding the various branches of science together in a cohesive whole, attempting to show how the laws of the universe acted here on Earth. It was a very influential work, very progressive, a masterwork of scientific method.
Sagan (and Tyson, soon) tried to explain what the universe was all about; 160+ years ago, so did von Humboldt, and for his time he came damned close to doing so, or as close as anyone could possibly come.
The fine little inset above (1x1.5 inches in real life) is an excellent display of water/land mass of the Earth, and is but one of eleven such images on this beautiful image (which appears in full, below):