Pi Day and Other Math Holidays

pi-day-300x225In honor of Pi Day being last week, I thought it would be fun to take a look at days of mathematical note. First, did you know that Pi Day (3/14) is also the birthday of renowned physicist Albert Einstein? Other mathematical holidays and observances include: Continue reading

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Update: Kirtsaeng v. John Wiley & Sons

Ever since October, I’ve lived in fear of government agents repelling through my office window in search of grey-market textbooks. While I can joke, former USC mathematics graduate student Supap Kirtsaeng lived the past few years fearing he owed $600,000 in damages following a copyright dispute. In 2008, publisher John Wiley and Sons successfully sued him for importing and reselling international editions of textbooks from his native Thailand. Tonight, Mr. Kirtsaeng sleeps having those damages erased by the highest court in the land. From Ars Technica:

Today’s decision vindicates the “first sale” doctrine, which allows the owner of a particular copy of a work to do whatever she wants with it after purchasing it. It overrides first sale losses in both the 9th and 2nd Circuits and makes it clear that digital commerce can flourish in the Internet era, even when it crosses borders.

The full opinion is available from the Supreme Court while SCOTUSblog has an overview of the case as well as an analysis of the opinion.

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2013 National Science Foundation Graduate Education Challenge

nsf_logo_bottomThe National Science Foundation is having a challenge regarding innovating graduate education. Prizes range from $1000 – $3000 for contest winners. Check out the contest at http://www.nsf.gov/news/special_reports/gradchallenge/.

Be sure to include the following elements in your submission:

  1. The title of your submission (150 characters or less)
  2. The issue in graduate education you wish to address
  3. Your solution or idea
  4. How your idea will change graduate education
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Spring Break Mathematics

Our spring break at Channel Islands begins March 17.  During my break, I will explore the topic of quadratic number rings and Euclidean Domains.  I have already begun assembling and reading literature. Essentially, a Euclidean ring is a domain R with a map \psi : R \rightarrow \mathbb{N}  such that  \forall \alpha, \beta \in R\exists q, r \in R such that

\alpha = q \beta + r

where r = 0 or \psi(r) < \psi\left(\beta\right).  My Algebraic Number Theory textbook contained the following two references: Continue reading

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Flash mob video from 2013 Joint Meetings

The flash mob was a great success, with some small groups making and unknotting human knots, and then all the groups coming together to make a big connected sum. The big connected sum ended up being a single knot, rather than several links, as we discovered by passing a hand squeeze around. Check out the video, and then you can look forward to participating in some kind of flash mob again next year!

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