Posts Tagged ‘Physics’
From stat-enthusiast (and full-time law student) Tyler Vigen, entertaining examples of patterns that map in compelling– but totally-inconsequential– ways…
More (and larger) examples at the sensational Spurious Correlations.
* a maxim widely repeated in science and statistics; also rendered: (P&Q)≠(P→Q)٧(Q→P). It addresses the post hoc, ergo propter hoc (“affirming the consequent”) logical fallacy
As we think before we leap, we might send energetic (really energetic) birthday greetings to Enrico Fermi; he was born on this date in 1901. A physicist who is best remembered for (literally) presiding over the birth of the Atomic Age, he was also remarkable as the last “double-threat” in his field: a genius at creating both important theories and elegant experiments. As recently observed, the division of labor between theorists and experimentalists has since been pretty complete.
The novelist and historian of science C. P. Snow wrote that “if Fermi had been born a few years earlier, one could well imagine him discovering Rutherford’s atomic nucleus, and then developing Bohr’s theory of the hydrogen atom. If this sounds like hyperbole, anything about Fermi is likely to sound like hyperbole.”
“The cosmos is within us. We are made of star-stuff. We are a way for the universe to know itself”*…
Did you ever wonder where you came from? That is the stuff that’s inside your body like your bones, organs, muscles…etc. All of these things are made of various molecules and atoms. But where did these little ingredients come from? And how were they made?…
Find the answer at “How much of the human body is made up of stardust?“
* Carl Sagan
As we hum along with Hoagy Carmichael, we might recall that it was on this date in 1958 that the first American edition of Vladimir Nabakov’s Lolita was released. Finished in 1953, Nabakov was turned down by publishers ranging from Simon & Schuster to New Directions, all concerned about its subject matter. Nabakov turned to Maurice Girodias and his Olympia Press, and published in France in 1955. Though it received almost no critical attention on release, Graham Greene called in “one of the three best novels of 1955″ in a year-end wrap-up published in the Sunday Times– provoking a response in the Sunday Express that the novel was one “one of the filthiest” ever. Surprisingly to many, the novel’s American launch elicited no official response. But it registered hugely with the reading public: it went into a third printing within days and became the first novel since Gone with the Wind to sell 100,000 copies in its first three weeks. Lolita is included on Time‘s “List of the 100 Best Novels in the English language from 1923 to 2005,” and it is fourth on the Modern Library’s 1998 “List of the 100 Best Novels of the 20th century.”
A few years back, 12 million of us clicked over to watch the “Pachelbel Rant” on YouTube. You might remember it. Strumming repetitive chords on his guitar, comedian Rob Paravonian confessed that when he was a cellist, he couldn’t stand the Pachelbel Canon in D. “It’s eight quarter notes that we repeated over and over again. They are as follows: D-A-B-F♯-G-D-G-A.” Pachelbel made the poor cellos play this sequence 54 times, but that wasn’t the real problem. Before the end of his rant, Paravonian showed how this same basic sequence has been used everywhere from pop (Vitamin C: “Graduation”) to punk (Green Day: “Basket Case”) to rock (The Beatles: “Let It Be”).
This rant emphasized what music geeks already knew—that musical structures are constantly reused, often to produce startlingly different effects. The same is true of mathematical structures in physical theories, which are used and reused to tell wildly dissimilar stories about the physical world. Scientists construct theories for one phenomena, then bend pitches and stretch beats to reveal a music whose progressions are synced, underneath it all, in the heart of the mathematical deep.
Eugene Wigner suggested a half-century ago that this “unreasonable effectiveness” of mathematics in the natural sciences was “something bordering on the mysterious,” but I’d like to suggest that reality may be more mundane. Physicists use whatever math tools they’re able to find to work on whatever problems they’re able to solve. When a new song comes on, there’s bound to be some overlap in the transcription. These overlaps help to bridge mutations of theory as we work our way toward a lead sheet for that universal hum…
Read the harmonious whole at “How Physics is Like Three-Chord Rock.”
* Henri Poincare
As we hum the tune eternal, we might send astronomical birthday greetings to Allan Rex Sandage; he was born on this date in 1926. An astronomer, he spent his career first at the Palomar Observatory, then at the Carnegie Observatory in Pasadena, where at the outset, he was a research assistant to Edwin Hubble, whose work Sandage continued after Hubble’s death. Sandage was hugely influential on his field; he is probably best remembered for determining the first reasonably accurate value for the Hubble constant (there ate those chords again) and the age of the universe– and for discovering the first quasar (again, those chords).
What is space? Three contenders for the theory of everything converge on a single very big idea– that our universe was born in the instant when nothing and nowhere were joined.
Read more at “Goodbye big bang, hello big silence” (summary; full text requires subscription).
* Albert Einstein
As we ruminate on relativity, we might spare a thought for Thomas Samuel Kuhn; he died on this date in 1996. A physicist, historian, and philosopher of science , Kuhn believed that scientific knowledge didn’t advance in a linear, continuous way, but via periodic “paradigm shifts.” Karl Popper had approached the same territory in his development of the principle of “falsification” (to paraphrase, a theory isn’t false until it’s proven true; it’s true until it’s proven false). But while Popper worked as a logician, Kuhn worked as a historian. His 1962 book The Structure of Scientific Revolutions made his case; and while he had– and has– his detractors, Kuhn’s work has been deeply influential in both academic and popular circles (indeed, the phrase “paradigm shift” has become an English-language staple).
They have just found the gene for shyness. They would have found it earlier, but it was hiding behind two other genes.
– Stuart Peirson, senior research scientist, Oxford University Nuffield Laboratory of Ophthalmology
Other howlers at The Observer’s “Scientists Tell Us Their Favourite Jokes.”
* Niels Bohr
As we titrate out titters, we might send birthday yucks to Stephen William Hawking CH CBE FRS FRSA; he was born on this date in 1942. A theoretical physicist and cosmologist, he is probably best known in his professional circles for his work with Roger Penrose on gravitational singularity theorems in the framework of general relativity, for his theoretical prediction that black holes emit radiation (now called Hawking radiation), and for his support of the many-worlds interpretation of quantum mechanics.
But Hawking is more broadly known as a popularizer of science. His A Brief History of Time stayed on the British Sunday Times best-seller list for over four years (a record-breaking 237 weeks), and has sold over 10 million copies worldwide.
“We have this one life to appreciate the grand design of the universe, and for that, I am extremely grateful.”
The Barcelona-based artist is known for his “reconstructive” interpretations of architecture around the world (c.f., e.g., his images of Tel Aviv shot back in 2010). See more of Enrich‘s NHDK project at Colossal.
As we consider different perspectives, we might send terrifyingly (and at the same time, amusingly) insightful birthday greetings to Edwin Abbott Abbott; he was born on this date in 1838. A schoolmaster and theologian, Abbott is best remembered as the author of the remarkable novella Flatland: A Romance of Many Dimensions (1884). Writing pseudonymously as “A Square,” Abbott used the fictional two-dimensional world of Flatland to offer pointedly-satirical observations on the social hierarchy of Victorian culture. But the work has survived– and inspired legions of mathematicians and science fiction writers– by virtue of its fresh and accessible examination of dimensionality. Indeed, Flatland was largely ignored on its original publication; but it was re-discovered after Einstein’s General Theory of Relativity– which posits a fourth dimension– was introduced; in a 1920 letter to Nature, Abbott is called a prophet for his intuition of the importance of time to explain certain phenomena.
With an eye to the digestive challenges that many readers will likely be facing tomorrow, (R)D will be on holiday hiatus, to resume on Black Friday… In the meantime, a Thanksgiving gift: Mark Twain’s “Hunting the Deceitful Turkey.”
When I was a boy my uncle and his big boys hunted with the rifle, the youngest boy Fred and I with a shotgun—a small single-barrelled shotgun which was properly suited to our size and strength; it was not much heavier than a broom. We carried it turn about, half an hour at a time…
Readers will find links here to download the full story (as a pdf) or to read online at the Library of America’s site… and will realize that the real gift here is the link on that page to subscribe to their wonderful “Story of the Week” list– a free, downloadable short story, like this one, selected each week from the extraordinary trove of treasures in their stock. The perfect post-prandial pleasure!
As we prepare to loosen our belts, we might send safe and satisfied birthday greetings to Jesse Ernest Wilkins, Jr.; he was born on this date in 1923. The youngest ever undergraduate at the University of Chicago when he was admitted at the age of 13, he went on to earn his doctorate there, and thus to become the first African-American PhD in mathematics. He went on to earn both Masters and PhD degrees in mechanical engineering at NYU.
Wilkins was involved in the Manhattan Project during World War II, then developed mathematical models to calculate the amount of gamma radiation absorbed by any given material (a technique of calculating radiative absorption still widely used among researcher in space and nuclear science). He then developed the radiation shielding used against the gamma radiation emitted during electron decay of the Sun and other nuclear sources.
Your correspondent, for one, will be using that shielding in his oven tomorrow.