I tend to be very skeptical about news articles where the headline reads: “Scientists have found that…”. Too often the scientist or researchers involved aren’t even named and there is no way of digging in further to see if it was indeed professional scientific work that led to the conclusion.
This is especially annoying as research that makes headlines is usually negative and or contradictory stuff: something may cause cancer, something contradicts common beliefs, something radically new has been discovered or invented. And these are exactly the research findings that are most likely to be wrong. The criticism that may follow the new discoveries hardly ever makes the news so the public sits up with the headline as THE TRUTH and never learns that the research was fundamentally flawed or the “scientist” was actually a fabulation of a reporter at “The News Of The World”.
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I just had a period of exams. Don’t get me wrong, I think I did ok on most of them so this entry is not to blame “it” on something, but I started thinking about the nature of exams, what they are for and how they are performed.
A long time ago I heard about a funny paradox. The paradox was about the lowest integer number that was not special in any way. “Special numbers” were defined by certain rules. Even numbers were special, so were prime numbers, any multiple of 5, 2 in any power and any number with two digits alike. There may have been a few more, but they all made sense in the way that the numbers they defined somehow “felt” special.
“A thousand monkeys, typing on a thousand typewriters will eventually type the entire works of William Shakespeare.”
In the Wetware post last week on “
This entry is adapted from a presentation I did at the
I had an exam in the