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Repetitive Concert Etudes - for Two Guitars

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Preface

These seven etudes were composed in 2020 during the COVID-19 pandemic, a time when I became

deeply engaged with algorithmic composition using the Bach package in Max. They’re largely

inspired by Conlon Nancarrow’s player piano studies and Ligeti’s piano etudes. I set out to create

something that would present a legitimate challenge to performers especially rhythmically.


Most of the pieces were generated through custom patches where I could input pitch and rhythm

data and subject them to various compositional processes. The patch would then generate the actual

score. While this method ended up being more time-consuming than expected, it undeniably pushed

my compositional language into greater complexity—for better or worse.


The final result is likely some of the most rhythmically and ensemble-challenging guitar duo music

I’ve written to date.


Etudes No. 4 and 6 received a recording prize at the 2020 Veria International Guitar Duo

Composition Competition in Greece and were recorded by Duo Melis.


1. Snælda

This etude is inspired by the image of a spindle (Icelandic: snælda) trying to spin but repeatedly

failing before finally taking off. The piece is structured around a recurring rest pattern:

1 2 1 0 0.5 1 1 0

2 1 0 1 1 0.5 0 1

1 0 1 2 1 0 0.5 1

0 1 2 1 1 1 0 0.5

The harmonic progression is derived from the ending of a solo piano piece I wrote in 2019 for

Chen-Shen Fan.


2. Molar

This piece explores the idea of endless variation over a short melodic loop. The melody gradually

morphs into a scale, which I did very systematically while the rhythmic syncopations were generated

through a blend of algorithmic composing and intuitive tweaking.

Players are encouraged to think deeply about tone quality here, especially how their tones blend and

interact.


3. Teygja

This etude was inspired by a theory paper by Richard Cohn on beat-class sets in the music of Steve

Reich. Beat classes can be imagined as positions on a clock where beats land, emphasizing spatial

relationships over absolute time. This concept relates closely to Euclidean rhythms.

Here, pitch loops are assigned to Euclidean rhythms / beat classes and subjected to percentage-

based accelerations and decelerations, but everything remains quantized to a 16th-note grid. This

creates layers of syncopation that evolve in unexpected ways.

It was a bit hard to notate this piece as both parts effectively exist in different meters throughout,

but I ultimately kept everything in 4/4 as a practical solution.


4. Speglar

This piece began as an improvisation. I wrote one part and then mirrored it to create the second

part. The result is a quirky but tightly interlocked counterpoint.


5. 5 Blaða Smári

Inspired by Arvo Pärt’s organ music, I wondered if two guitars could be blended to sound like a

single, composite instrument. As a constraint, I kept the piece in 5 throughout and aimed for a

continuous, flowing feel. This etude is much easier than the others, a little moment of respite for

both performers and listeners.


6. Sprotar

This etude I composed entirely on paper. The goal was to layer multiple rhythmic loops into a single,

unified rhythm. By superimposing many layers into one line, the original loop identities are masked,

resulting in a rhythmic texture that to me felt quite complex and unpredictable.

The other main idea here was to create hocketing strumming grooves between the two guitars.

I honestly don’t remember all the original patterns anymore, they’ve vanished into the final surface.


7. 3:4:5:7

Heavily inspired by Nancarrow’s use of temporal ratios, this piece uses four overlapping rhythmic

lines (two per player), each operating in a different ratio: 3, 4, 5, or 7. These ratios phase against

melodic loops of differing lengths, creating quite intricate rhythmic interactions.

Though it may sound deceptively simple, this is one of the most technically difficult etudes to

perform in my opinion.

Here are some of the ratio structures used:3: 3 6 9 3

4: 8 4 12

5: 5 10 15 10

7: 7 21 14

You will get a ZIP (24MB) file