I get many search queries that hit my website, and loads of questions, pertaining to how long it takes to read the Great Books of the Western World (GBWW), edited by Mortimer Adler. Of course, there’s no strict answer to this question, but I can give some perspective. I think, for the average working layperson, reading the set within ten years is more than reasonable. A couple such plans may be found by clicking here and here. In fact, another plan puts the duration at seven years, and this might be the outright reasonable timeframe for the average working (and more or less disciplined) layperson. Continue reading
Monthly Archives: August 2014
A little bit unusual for my blog, I am posting a personal update, which may interest various people for various reasons. This next year should be a rather interesting year in my intellectual development: I have taken a post as adjunct professor of philosophy at one of the United States’ largest community college, the Community College of Allegheny County in Pittsburgh, PA —a seven-campus college. I will be at the main campus, the Allegheny Campus. Since Indiana University’s Department of History and Philosophy of Science doesn’t grant undergraduate degrees, teaching assignments for graduate students are scarce with so few in-department undergraduate courses, especially for grads in their first two years, I felt it important that I find and take on, at the very least, a one-year appointment as a lecturer, hence the desire to take on an adjunct professorship. Teaching is an important part of the academician’s craft as a whole. Continue reading
Between Feynman in Babylon and Metaphysics: What the Mathematical Process and the History of Science Can Tell Us Philosophically about the Education Process
Since I have spent the summer studying mathematics at Harvard University with Jameel Al-Aidroos (Ph.D Berkeley), expect that my next few posts, or at least some of them, will be on topics related to mathematics. I want to take some time, in this blog post, to look at where mathematical thought fits into some of my understandings of I have gleaned from studying the history of science. The upshot of the historical, philosophical, and mathematical content and musings will be pedagogical, just to give the reader some idea of where I am going. An important thing to understand, before reading this post, is the distinction between pure and applied mathematics. “Pure mathematics,” as opposed to “applied mathematics,” is, in its essence, math for its own sake, entirely apart from possible applications. In many cases, pure mathematics initially has no known application. Additionally, pure mathematics deals with abstract entities that have been detached from particular entities —and this will prove to be important to what I will say later.