30 JAN 2015 by ideonexus
Unweaving the Rainbow Makes it More Beautiful
Newton's unweaving of the rainbow led on to spectroscopy, which has
proved the key to much of what we know today about the cosmos. And
the heart of any poet worthy of the title Romantic could not fail to leap
up if he beheld the universe of Einstein, Hubble and Hawking. We read
its nature through Fraunhofer lines - 'Barcodes in the Stars' - and their
shifts along the spectrum. The image of barcodes carries us on to the
very different, but equally intriguing, realms of sound ('Barcodes on the
...21 JUN 2012 by ideonexus
Experiments are Key to Finding Truth
The truth may be puzzling. It may take some work to grapple with. It may be counterintuitive. It may contradict deeply held prejudices. It may not be consonant with what we desperately want to be true. But our preferences do not determine what's true. We have a method, and that method helps us to reach not absolute truth, only asymptotic approaches to the truth—never there, just closer and closer, always finding vast new oceans of undiscovered possibilities. Cleverly designed experiments ar...Otherwise we are left with only feelings that tell us nothing.
12 JAN 2011 by ideonexus
Twitter, Celebrity, Asymmetric and Symmetric Social Conne...
Asymmetric attention is the key to another important concept, celebrity. Being famous means that a lot of people pay attention to you--after all, by definition it is famous people who appear on the cover of magazines, which are purchased because lots of people want to know what's happening with their favorite celebrities. But the celebrity doesn't, for the the most part, pay any attention to the fans (at least, not individually). Asymmetric attention ties in Twitter allows people like Oprah W...Folksonomies: web science social networking
Folksonomies: web science social networking
Twitter provides for asymmetric connections, where individuals follow others, making the people who don't follow back are celebrities; however, the system has been hacked with @replies, which make asymmetric connections symmetrical.