Axiomatic System Quotes & Sayings

Serenity comes when you trade expectations for acceptance. — Gautama Buddha

I know my name gets used illegally all the time all over the internet. You know, it is a trademarked name, so it will be something that we always have to deal with. I never needed to change it. It was always fine with me. It is a strange name; that's for sure. — Dweezil Zappa

As Jim Lawrence, a black labor activist at a GM plant in Dayton, Ohio, describes it, during the 1960s 'the union gave foremen a blank check to mistreat blacks and keep them out of the high-rate machine jobs and the skilled trades.' — David T. Hardy

A war is first won within! — Anuranjita Kumar

When in doubt, resort to animation. — Michael Palin

Not only does charity begin at home. Everything begins at home, including spirituality. — Swami Satchidananda

Some of my foster families used to send me to the movies to get me out of the house and there I'd sit all day and way into the night. Up in front, there with the screen so big, a little kid all alone, and I loved it. I loved anything that moved up there and I didn't miss anything that happened and there was no popcorn either. — Marilyn Monroe

...holding your hand out and making a gesture that, in the surreal parrallel universe of the classroom would suggest that instruction, but anywhere else would be taken for a drunkard's poorly achieved impression of an epileptic spider failing to negotiate a hairpin bend. — Phil Beadle

My style icon is anyone who makes a bloody effort — Isabella Blow

An axiomatic system comprises axioms and theorems and requires a certain amount of hand-eye coordination before it works. A formal system comprises an explicit list of symbols, an explicit set of rules governing their cohabitation, an explicit list of axioms, and, above all, an explicit list of rules explicitly governing the steps that the mathematician may take in going from assumptions to conclusions. No appeal to meaning nor to intuition. Symbols lose their referential powers; inferences become mechanical. — David Berlinski

It's specifically this Z = 2^(Aleph0) that he couldn't prove. Ever. Despite years of unimaginable doodling. Whether it's what unhinged him or not is an unanswerable question, but it is true that his inability to prove the C.H. caused Cantor pain for the rest of his life; he considered it his great failure. This too, in hindsight, is sad, because professional mathematicians now know exactly why G. Cantor could neither prove nor disprove the C.H. The reasons are deep and important and go corrosively to the root of axiomatic set theory's formal Consistency, in rather the same way that K. Godel's Incompleteness proofs deracinate all math as a formal system. Once again, the issues here can be only sketched or synopsized (although this time Godel is directly involved, so the whole thing is probably fleshed out in the Great Discoveries Series' Godel booklet). — David Foster Wallace

An axiomatic system establishes a reverberating relationship between what a mathematician assumes (the axioms) and what he or she can derive (the theorems). In the best of circumstances, the relationship is clear enough so that the mathematician can submit his or her reasoning to an informal checklist, passing from step to step with the easy confidence the steps are small enough so that he cannot be embarrassed nor she tripped up. — David Berlinski

Faith stands and fear runs! — John Di Lemme

I'm not a what-if and could-have person. I'm happy with my decisions. — Kajol