Laura Turner, Monmouth University
Villanova University (Villanova, PA)
In this talk, we consider five texts written by the Harvard mathematician Edward V. Huntington (1874-1952) and attempt to pin down particular mathematical values informing and exemplified within his work. In these texts, published in the first years of the 20th century, Huntington presents a number of different sets of postulates defining the algebra of real quantities and the underlying linear continuum. As we will see, these postulate sets, which initially demonstrate striking parsimony, ultimately reveal a pedagogically-informed classical, analytical perspective, expressed in the logical formulation characteristic of the the modernist transformation of mathematics that took place in the late 19th and early 20th centuries.
This event is part of the Philadelphia Area Seminar on History of Mathematics. We begin with conversation and a light supper (donation $10.00). About 6:30-6:45 the talk will begin.