Showing posts with label mathematics. Show all posts
Showing posts with label mathematics. Show all posts

Thursday, January 4, 2018

Is Music a Universal Language?

Hello, and happy new year! I hope your 2018 is off to a good start. I’m starting the year by tackling one of the most pervasive musical clichés, one that goes beyond any individual composer or even a particular musical style. Some readers may be upset with me for debunking this aphorism, perhaps because they believe it and that belief has done some good in their lives. Other readers have been waiting for this post since the blog began. So, here we go:

Is music a universal language?

Since this question is the title of the post and I’m big into Betteridge’s Law, you have probably already figured out that my answer is a resounding NO.

Wednesday, November 16, 2016

Why is modern music so ugly? (Make Classical Music Great Again!)

So…some election, huh? I don’t know about you, but I was surprised (and honestly, horrified) by the outcome. In addition to my fears for the future, I also feel profound confusion because the results of the US presidential election showed me that the world isn’t exactly how I thought it was. I realize that my perception of the political landscape is shaped by being a white woman who has lived in liberal areas for most of my life. I had no idea that Donald Trump had that much support; I didn’t know how many people supported—or at the very least, could overlook—the very behaviors I found unacceptable. I thought the country was mostly like me, and the election tells me this is not the case.

I take my identity as a scholar very seriously, not just in my work, but in my life. When I am confronted with evidence that contradicts something I believe to be true, I should not ignore it. Though it would comfort me to look for other, different evidence that would confirm my previous worldview, that’s ultimately bad practice for a historian. I’m still trying to make sense of the information we received last week, and this blog post is part of that.

A few weeks ago, I received a message from reader Kenichi Ikuno on Facebook. He sent me a link to a blog post proclaiming that “Modern Classical Music is Dead,” and feminism killed it. He thought it would be a good addition to my ongoing series on snobbery, since the author, Max Roscoe, repeatedly asserts the superiority of classical music (up to a certain era) and supports his opinions with assumptions not supported by history. Normally, that is ideal fodder for this blog!

Monday, May 30, 2016

Is this the ugliest piece ever written?

"Most musicologists would argue that..." is a Bat Signal for this blog. Okay, so it did take UCLA musicologist Robert Fink to bring this to my attention (thank you!), but I'm setting up a Google alert for variants of this phrase, since I doubt there are many things most musicologists agree on, and the things on which we do agree are probably so mundane that they don't merit comment.

So, what would most musicologists supposedly argue? According to mathematician Scott Rickard in a TEDx Talk from 2011,
Most musicologists would argue that repetition is a key aspect of beauty. The idea that we take a musical idea, we repeat it, we set up the expectation for repetition and then we either realize it or break the repetition. If repetition and patterns are key to beauty, then what would the absence of patterns sound like—if we wrote a piece of music with no repetition in it?
Rickard claims that it would be the least beautiful, therefore The Ugliest Piece of Music. Tim Edwards of Classic FM ran with that idea when he reported on Rickard's talk in an article titled, "This is the most monumentally ugly piece of music ever composed, according to science."

Yes, this is another blog post about "science" and music, and once again it involves Classic FM. In my previous post, I looked at the ways in which Classic FM reports on scientific studies involving classical music in order to confirm their readers' cultural biases. This article reveals a different problem involving music in science: when the scientist (or mathematician) misrepresents musicology (or music theory).