Automate the Boring Stuff: Setlist to Playlist

I love concerts. I love setlists. I hate building the playlist manually afterward. But do I really? A small automation project, a Deftones show in Dortmund, and the question of whether you should automate something you kind of enjoy.

10 February 2026 · 6 min · Sebastian Spicker

A Gas at Temperature T: Xenakis and the Physics of Stochastic Music

Iannis Xenakis used probability distributions, Markov processes, and game structures as compositional tools. Pithoprakta maps a Gaussian law derived from kinetic theory to glissando slopes; the orchestra is an analogy to a gas, not a thermodynamic system with measured temperature.

14 October 2025 · 6 min · Sebastian Spicker

Star Polygons and Drum Machines

The {7/2} heptagram is not only a symbol. It is a traversal algorithm over seven beat positions. Because 7 is prime, that traversal never gets trapped in a sub-orbit.

7 July 2025 · 8 min · Sebastian Spicker

The Oldest Algorithm in the World Plays the Clave

Euclid’s algorithm for computing greatest common divisors, applied to the problem of distributing k drum beats as evenly as possible among n time slots, produces patterns that can be compared with timelines documented in several musical traditions. The mathematical similarity does not establish a shared origin, cultural equivalence or historical transmission.

7 April 2025 · 10 min · Sebastian Spicker

When Musicians Lock In: Coupled Oscillators and the Physics of Ensemble Synchronisation

The Kuramoto model explains how heterogeneous phase oscillators can develop collective synchrony. It is a useful analogy for ensemble timing, applause, and delayed feedback, but it does not by itself predict a universal networked- music latency limit or prove neural coupling between musicians.

8 February 2024 · 7 min · Sebastian Spicker

The Impossible Heptagon

A regular heptagon is not constructible by classical compass and straightedge. That theorem can illuminate seven-fold imagery, but it does not document Danny Carey’s compositional or symbolic intent.

15 January 2024 · 7 min · Sebastian Spicker

Twelve Is Not an Accident: The Group Theory of Musical Tuning

Why has twelve-tone equal temperament become so useful? Continued fractions explain its unusually good fifth; cyclic-group structure explains some pitch-class symmetries. Neither fact makes it the only musical possibility.

15 December 2023 · 17 min · Sebastian Spicker

The Charm of Impossibilities: Group Theory and Messiaen's Modes of Limited Transposition

Messiaen’s seven modes of limited transposition cannot be fully transposed through all twelve keys — not by convention, but because of group theory. The modes are pitch-class sets whose stabiliser subgroups in ℤ₁₂ are non-trivial. The orbit–stabiliser theorem gives the exact count of distinct transpositions for each mode. The subgroup lattice constrains the possible symmetry types; it does not select Messiaen’s seven scales.

19 April 2023 · 11 min · Sebastian Spicker

Spiral Out: Tool's Lateralus, the Fibonacci Sequence, and the Mathematics of Musical Structure

Alongside physics and astronomy, two other things have occupied an unreasonable share of my attention since adolescence: mathematics and music. Lateralus by Tool — released 2001, still in rotation — is the piece that most conspicuously occupies the intersection. The song is frequently analysed through Fibonacci numbers, including reported lyric counts and a 9/8–8/8–7/8 metre grouping. This post separates checked arithmetic from listening analysis and authorial interpretation.

8 November 2022 · 9 min · Sebastian Spicker