Special Topics in Calamity Physics Special Topics in Calamity Physics by Marisha Pessl
Publisher: Viking Adult
Year: 2006
Pages: 528

I read this book previously in 2007.

There’s something particular about debut novels; sure, some authors start small and refine their craft, becoming better authors later in life. But there’s a particular kind of new author—the brash, young literate authors—whose first novels are fireworks displays, the pent-up combustive energies of potentially years worth of frustrated writing.

Special Topics in Calamity Physics feels like one of those explosions.

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§4442 · September 8, 2009 · (No comments) · Tags: , , , ,

Old Man's War Old Man's War by John Scalzi
Publisher: Tor
Year: 2007
Pages: 320

Old Man’s War was one of the last books my father and I talked about before he died. He was a Heinlein buff; I dabbled in science fiction, though my tastes included too many other genres to read as much of it as he did. We we were the car, I remember, though I don’t know where it was we were going, when he asked me if I’d read it, and went on to describe the basic gist of the plot.

I’d largely forgotten about it until just recently, when I read an article at AMC by Scalzi and remembered the conversation.

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§3998 · September 6, 2009 · 2 comments · Tags: , , ,

The Drunkard's Walk The Drunkard's Walk by Leonard Mlodinow
Publisher: Vintage
Year: 2008
Pages: 272

I picked up The Drunkard’s Walk due to some oblique recommendation—it may have been Amazon’s—since its likely treatment of probability and randomness promised to be both difficult as well as interesting. It wasn’t until I read the jacket flap and saw that Mlodinow had written for both MacGyver and Star Trek: The Next Generation that I decided I had to read the book.

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§3995 · September 3, 2009 · 1 comment · Tags: , , , , ,

algebra
n. a system for computation using letters or other symbols to represent numbers, with rules for manipulating these symbols.

My brother asked me in the car the other day if I knew what the -gebra portion of algebra meant; he knew it was Arabic in nature, and therefore almost certain a construction of the article al- (the equivalent of “the”). Assuming the original was more something like al-jibra, we puzzled for a few minutes before finally letting the matter drop.

We were right and wrong: the original Arabic was actually al-jebr, from the Arabic الجبر. Though I’m unsure its literal translation, the meaning comes to something like “the reunion” or “the resetting of broken parts.” The word was used in the 9th century by Abu Ja’far Muhammad ibn Musa al-Khwarizmi in his treatise on equations called Kitab al-Jabr w’al-Muqabala, or “Rules of Reintegration and Reduction”.

Evidence suggests that the word came into Europe via Arabs in Spain, who used the term to refer to setting broken bones; likely it was absorbed into Latin as algeber. from there, probably in the mid-16th century, and likely came to refer to equations once again. Eventually, metathesis appears to have brought the final syllable into the format we know.

While algebra comes from the Middle East, many of our other math words are entirely Latin and Greek.

Geometry is from the Greek root ge-, meaning “earth,” and -metria, meaning measurement; metria is likely from a Indo-European root med-, from the PIE me-.

Trigonometry is from the Greek trigonon, or “triangle,” which is itself from tri-, meaning “three,” and gonia, meaning angle (which also ultimately gives us “knee” and “genuflect”); add on the -metria and you’ve got the study of three-angled shapes.

Calculus as we know it (a shortening of either “differential calculus” or “integral calculus”), is a Latin term meaning “reckoning” or “accounting,” ultimately from a small stone used in counting. The word came from calcis, which is limestone, and also incidentally where we get “calcium” and “calcification.” The word in its mathematical context was first used in the mid-17th century.

One unforeseen entrant in this list is Statistics, which is from the German Statistik. The meaning we are familiar with (the general study or classification of organized numbers) didn’t arise until 1829; originally, the word was closely tied to demographic, political, or social data. The German political scientist Gottfried Aschenwall taught a course called Vorbereitung zur Staatswissenschaft in the mid-18th century, the word then referring to a lecture on state affairs. Ultimately, it goes back to Latin status, whose etymological legacy should be obvious.

§4015 · September 2, 2009 · (No comments) · Tags: , ,