Does it support the Rubato Scheme dialect?

Yes, the skill integrates with Rubato's built-in Scheme interpreter, allowing you to use S-expressions to define and manipulate musical primitives.

Can I use this for algorithmic composition?

Yes, it supports sophisticated algorithmic composition by applying categorical morphisms to musical denotators, allowing for complex transformations and tiling.

What is Rubato Composer?

Rubato Composer is a software suite implementing Guerino Mazzola's 'Topos of Music' theory, which uses category theory to model and analyze musical structures.

How does this skill interact with audio software?

The skill provides bridges to export mathematical musical objects as MIDI or OSC messages, which can then be consumed by software like SuperCollider or Sonic Pi.

What are Forms and Denotators?

In this framework, Forms are categorical representations of musical types (like pitch or rhythm), while Denotators are the specific instances or objects belonging to those types.

Rubato Composer: Mathematical Music Theory

Name: Rubato Composer: Mathematical Music Theory
Author: plurigrid

byplurigrid

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데이터 과학 및 ML

Integrates Guerino Mazzola's Topos of Music framework to enable categorical music analysis and mathematical composition.

소개

This skill provides a deep integration with Rubato Composer, the definitive implementation of Guerino Mazzola's mathematical music theory. It allows Claude to manipulate musical structures using categorical concepts like Forms, Denotators, and Morphisms, bridging abstract algebra with algorithmic sound synthesis. By mapping musical objects to ACSets and providing a Scheme-based interpreter for musical primitives, this skill facilitates advanced compositional workflows, topological analysis, and seamless data transfer between mathematical models and audio engines like SuperCollider or Sonic Pi.

주요 기능

Bridges for MIDI and OSC export to interface with external audio synthesis environments
2 GitHub stars
Scheme interpreter integration for musical primitives and algorithmic operations
Mapping of musical structures to ACSets for advanced categorical data analysis
Support for Rubato 'Rubettes' to handle performance modeling and melodic analysis
Implementation of the Topos of Music framework using categorical Forms and Denotators

사용 사례

Analyzing musical scores through the lens of mathematical music theory and topological structures
Generating complex algorithmic compositions based on categorical morphisms and tiling
Transforming musical data between various representations including ACSets, Denotators, and MIDI

소개

주요 기능

Bridges for MIDI and OSC export to interface with external audio synthesis environments
2 GitHub stars
Scheme interpreter integration for musical primitives and algorithmic operations
Mapping of musical structures to ACSets for advanced categorical data analysis
Support for Rubato 'Rubettes' to handle performance modeling and melodic analysis
Implementation of the Topos of Music framework using categorical Forms and Denotators

사용 사례

Analyzing musical scores through the lens of mathematical music theory and topological structures
Generating complex algorithmic compositions based on categorical morphisms and tiling
Transforming musical data between various representations including ACSets, Denotators, and MIDI