Quote of the Day
If you enjoy programming, philosophy, math, or any number of geeky topics, you're in the right place. Every day, I'll post a random quote from my extensive collection of Kindle highlights. Quotes do not necessarily reflect my views or opinions. In fact, part of my epistemic process is to consume a wide variety of contradictory material.
05/28/2022
‘Revolt’ is the awareness of a crushing fate, but without the resignation that ought to accompany it.
— Philip Stokes, Philosophy 100 Essential Thinkers
05/27/2022
Another paradox of rationality is that expertise, brainpower, and conscious reasoning do not, by themselves, guarantee that thinkers will approach the truth. On the contrary, they can be weapons for ever-more-ingenious rationalization.
— Steven Pinker, Enlightenment Now
05/26/2022
Teams in these scenarios are missing the concrete resources necessary to execute, and supplying those resources is the only way to help. Giving more ideas feels helpful, but isn’t.
— Will Larson, An Elegant Puzzle
05/25/2022
The problem with the Lambda Architecture is that maintaining code that needs to produce the same result in two complex distributed systems is exactly as painful as it seems it would be. I don’t think this problem is fixable.
— Jay Kreps, I Heart Logs
05/24/2022
Suppose the coinage of a country has a portrait of one of its eminent sovereigns on one side and a specimen of its magnificent fauna on the other. Now consider a simple if-then rule: “If a coin has a king on one side, then it has a bird on the other.” Here are four coins, displaying a king, a queen, a moose, and a duck. Which of the coins do you have to turn over to determine whether the rule has been violated?
Answer: If you’re like most people, you said “the king” or “the king and the duck.” The correct answer is “the king and the moose.” Why? Everyone agrees you have to turn over the king, because if you failed to find a bird on the reverse it would violate the rule in so many words. Most people know there’s no point in turning over the queen, because the rule says “If king, then bird”; it says nothing about coins with a queen. Many say you should turn over the duck, but when you think about it, that coin is irrelevant. The rule is “If king, then bird,” not “If bird, then king”: if the duck shared the coin with a queen, nothing would be amiss. But now consider the moose. If you turned that coin over and found a king on the obverse, the rule “If king, then bird” would have been transgressed. The answer, then, is “the king and the moose.”
— Steven Pinker, Rationality
1997 post articles, 400 pages.