Science and Musical Thinking

I’ve long been interested in how science can inform what musicians do. Like others, I also make music with a lot of folks who have STEM careers (math teacher, pharmacist, surgeon, neurologist, rocket science engineer). Robert S. Root-Bernstein did some review of the literature on this and has some interesting ideas on this matter. To set up his thesis he writes of a fictional orchestral concert announcement:

This has been a very special concert in ways in which most of you are probably unaware. Everything about this concert is permeated with science. I, myself, am an expert in insects. The entire orchestra is made up of scientists and physicians. Indeed, you may well know that “doctor’s symphonies” exist in most major cities in the United States. But most importantly, all of the composers whose music we have played tonight also have ties to science. Herschel was perhaps the most famous astronomer of the early nineteenth century and some of his compositions have recently been recorded on the Newport Classics label. Berlioz was a practicing physician; Borodin was a Professor of Chemistry who pursued two professional careers simultaneously throughout his life; Ansermet trained as a mathematician and taught mathematics at the University of Lausanne before turning his attention solely to music. Iannis Xenakis is also a mathematician, who adds to his accomplishments those of a practicing architect, and he has written extensively on the interconnections between the arts and sciences. Elgar not only had a private chemistry laboratory, but actually filed a patent for a process for producing hydrogen sulfide. Bing is a cardiologist and medical researcher of international repute who has been awarded such international prizes as the Claude Bernard Medal for his scientific work.

Root-Bernstein hypothesis that the apparent correlation between music and the sciences to be contradictory to Howard Gardner’s multiple intelligences theories, which are currently in vogue in education and academia. In contrast to Gardner, Root-Bernstein proposes that musical thinking is an advantage to scientific problem solving.

I, on the other hand, believe that creative thinking is trans-disciplinary and transferable from one field to another. More specifically, I believe that musical and scientific abilities are what I call “correlative talents”. By correlative talents, I mean skills or abilities in several different areas that can be integrated to yield surprising and effective results. Skills associated with music–pattern-forming and pattern recognition, kinesthetic ability, imaging, aesthetic sensibility, analogizing and analysis–and indeed an understanding of music itself–have often been important components of the correlative talents of many famous scientists. One way to summarize my basic thesis would be to say that correlative talents represent harmonious ensembles of skills that enable musical scientists to “duet” better.

His arguments are compelling, if largely anecdotal. The most interesting thing to me, however, is the idea that a scientific viewpoint might also be equally helpful for great musicians. While I can think of several professional musicians who are interested in sciences, there is a cultural belief in some circles that music is an Art (definitely with a capital A) and its goal is to reach that realm of the human experience that science just isn’t capable of understanding (according to them).

Regular readers probably already know that I fall down on the side of science here. I’m a big science fan and have personally found a little scientific method applied to artistic problems are often quite helpful.

What about your own interests and strengths? How many of you musicians have a science or math background? Do you make your living as a musician or do you have STEM career? Do you think that scientific thinking can be advantageous for musical creativity?

 

J.S. Bach Crab Canon

Here’s a neat video showing one of J.S. Bach’s “crab” canons. The melody of this piece in retrograde produces a very clever canon. This video by YouTube user Jos Leys shows how this works very clearly, including showing how the melodies line up on a mobius strip.

Even though it’s a short piece, it’s really amazing that Bach was able to compose a melody that created harmonious counterpoint when played in retrograde like this.

Just to warm up myself to work on a composition project I decided to try writing an 8 measure crab canon myself. You’ve got to keep in mind the harmonic motion must work in retrograde as well as keeping track of the intervals and melodic motion. As I wrote the first measure I went to the end and filled in the bottom part’s final measure and worked a couple of measures this way. Then I worked on composing the bottom part for the first couple of measures and filled in the top part towards the end, modifying the melodies as I needed to in order to make the harmonic and melodic motion fit the rules of baroque counterpoint. The middle four measures were the most challenging for me. I wanted to get away from being completely diatonic here and it took me a little work to get everything to work out.

The results, well, not quite as good as Bach’s. Here is what I came up with and a MIDI realization. Try it out yourself as an exercise and see how you do.

Stealing Like An Artist

Steal Like An Artist is a book by Austin Kleon.  I haven’t read it (yet), but I did enjoy looking through Kleon’s blog post covering ideas he wrote about in that book.  While Kleon is writing from the point of view of an author and visual artist, I find much of his advice to be helpful for composers and musical improvisers too.

Number 1 on his list, look at other works closely, take what you like and leave behind the rest. Continue reading “Stealing Like An Artist” →

Episode 17 – Composing Melodies Using Melodic Cells

In this podcast I explore an exercise composers can use to create interesting melodies through restricting your note choices to a small melodic cell.  Using just four pitches we’ll explore two very different directions while sticking true to the same source material.  Since the restrictions placed on you by requiring you to use the melodic cell are limiting, you have to find other ways to make your melody strong.

If you enjoyed the Appreciating Jazz series I do plan on returning to that format and take a look at more jazz and other musical styles in the future.  Subscribe on iTunes or download future podcasts on my web site.

Ben Folds on Being a Musical Artist

I’ve enjoyed Ben Folds’ music for a while.  While I enjoy his piano playing and singing, I personally find his song writing to be particularly interesting.  I think he’s developed pretty original original style.

Recently I found an essay Folds wrote and posted on his Facebook page.  His post has a lot of great advice for aspiring artists on topics of finding your own voice, hard work, dealing with criticism, and developing technique.  He starts off by quoting Neal Young:

“Take my advice – Don’t Listen To Me” – Neil Young

Whether or not your a fan of Ben Folds it’s a good read for any creative artist.  I recommend you check out the full post.