Interested in the strange, turn-of-the-century science and math in Thomas Pynchon's novel Against The Day
? In part 2 of my primer on Pynchon's science read about the obscure conflict among mathematicians over quaternions, before modern vector analysis largely won the day. (If you missed part 1, read it here).
Science and Against The Day
Part 2: Vectors and Quaternions
I. The need for algebra in more than one dimension
In Against the Day, Pynchon frequently refers to a relatively obscure conflict in the mathematics and physics community that took place in the early 1890's between advocates of quaternions and proponents of the newer vector analysis. This conflict is tied in to major themes in the book, such as the tensions between the old and the emerging world that culminated in the conflict of World War I, and the ability to perceive and describe the world in more than the three dimensions of Euclidean space. Quaternions, like the luminiferous aether discussed in Part 1 of this essay, became superfluous and obsolete, mostly unnecessary in the efforts of physicists to describe the natural world after the advent of modern vector algebra and calculus.