principia

It's funny, in much the same way as the Principia Discordia is funny, and that's about it.

Fundamental Theorem of Calculus: <=1670 Principia Mathematica: >=1687 So which order do you prefer to teach them?

For example, the first chunk of Russel's Principia Mathematica defines a new logical algebra to be used going forward.

By then he had been jailed for Pacifism, written Principia Mathematics, and been Wittgenstein's doctoral advisor.

Part of the reason why people tell the story of Halley convincing Newton to publish the Principia is that Newton hadn't published anything after the reception of some of his early work on optics.

For a novice, it constitutes a rookie mistake; keeping in mind that the problem Gödel found with Principia Mathematica is foundational to computer science.

I thought for a second you were facetiously referring to Philosophiae Naturalis Principia Mathematica...

That's why our correspondent needs to install the Principia mod!

I don't have to read Newton's Principia to know relativity supplants it.

Sets of worked examples have a long history in the subject - Newton provided examples in the Principia and you could argue that Galileo's dialogues are basically worked examples with the mistakes shown first.

My point is rather that this is a deep question that mathematics has pondered itself, and learning about the history of the Principia Mathematica and the early 20th century of mathematics in general can be very interesting.

For the High Crime of the Heresy of Doubt against the Mathematics, I do hereby Sentence 10ren to a reading of the Principia Mathematica until such time as he reads the Proof of 1 + 1 = 2.

But in a way, talking about that is like going into "Principia Mathematica" to explain how sets work.

> "Russell was and is reviled and condemned" Well, by the John Birchers and the like, but he also won the Nobel (in literature, of all things) and was quite influential among people who would not have understood the Principia Mathematica.

Legend has it that his huge book on the subject (Principia Mathematica) has never been read cover to cover.

Consider for example one of the classic books of all time: Newton's Principia.

Newton invented Calculus in the 1600s, and then used it as a heuristic to figure out answers that he then rederived using trig in The Principia.