Tag Archives: Music Theory

Writers’ Block


I have writers’ block, when it comes to composition.  I have had it for nearly two years. I have not written a full piece of music that I have been happy with in a long time.  It is starting to stress me out…

What is writers’ block, though?  Many people say that it doesn’t even exist, and that it is just a combination of procrastination, trepidation, and fear of artistic commitment.  That’s probably true , using the term ‘writer’s block’ as some sort of catch-all term for one all encompassing monolithic problem is probably not helpful or appropriate.  Regardless, it feels like an appropriate term and the notion of ‘blockage’, is particularly apt in my case as many of my problems seem to stem from not being able to get close enough to this type of work to develop any ideas or to encourage any artistic ‘juices’ to flow.

When I sit and think about my dearth of ideas and what seems like a crippling lack of creativity, I feel like I can see a number of reasons why this may be the case.  While this is, in some ways, useful as it helps me to see the potential causes, it also has a compounding effect as I know how difficult it will be to try to get past some of the hurdles.  This leads to a spiral of worry about the potential of being in this position permanently and leads to bigger and more important questions such as:  What effect might this have on my teaching?  How might this impact on my musicianship? What on earth can I do to get over this?

The following is my explanation of what I think the main problems are:

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Transformations and their musical counterparts.

This post is written in Binary Form.

When thinking about the relationship between numbers and music, often what first springs to mind are the proportional differences between the physical objects that generate musical intervals on which harmony and melody is so often based. The famous story of the blacksmith’s workshop and Pythagoras is sometimes used to illustrate this. Pythagoras was said to have been walking past a workshop where the sound of anvils of different weights were being struck, with each weight producing a different tone. Sounding together the result was consonant or stable. Upon investigation Pythagoras, it is said, realised that the pleasing aural result was accompanied by the pleasing integer proportion between the weights of the hammers, 6, 8, 9 and 12.

When one considers music in its own isolated discipline bubble, it might seem that it has a unique place beside mathematics (historically, music forms a pillar of the quadrivium alongside geometry, astronomy and athematic). However, perhaps the real power lies in the hands of numbers, and their ability to describe nature and her patterns.

“Numbers are a universal medium for the embedding of patterns of any sort, and that for that reason, statements seemingly about numbers alone can in fact encode statements about other universes of discourse”

Douglas Hofstadter, in his forward to Gödel’s Proof (Revised Edition)

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The Fundamentals of Music Theory MOOC

Continue reading The Fundamentals of Music Theory MOOC

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