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Computer music systems and approaches are now ubiquitous, and so firmly embedded in the process of creating music that we hardly give them a second thought: computer-based synthesizers, digital mixers, and effects units have become so commonplace that use of digital rather than analog technology to create and record music is the norm, rather ...
A music sequencer (or audio sequencer or simply sequencer) is a device or application software that can record, edit, or play back music, by handling note and performance information in several forms, typically CV/Gate, MIDI, or Open Sound Control, and possibly audio and automation data for digital audio workstations (DAWs) and plug-ins.
Advanced Linux Sound Architecture (ALSA) Yes the sound card driver and management system in the Linux kernel: GPL-2.0-or-later LGPL-2.1-or-later: aRts: Yes an audio programming API and sound server for general desktop, no longer in development GPL: DSSI: Yes a plugin architecture for software synthesizers: LGPL-2.1-or-later: GStreamer: Yes Yes ...
Robert Moog, inventor of the Moog synthesizer. An electronic musical instrument or electrophone is a musical instrument that produces sound using electronic circuitry.Such an instrument sounds by outputting an electrical, electronic or digital audio signal that ultimately is plugged into a power amplifier which drives a loudspeaker, creating the sound heard by the performer and listener.
In 1957, the ILLIAC I (Illinois Automatic Computer) produced the "Illiac Suite for String Quartet", a completely computer-generated piece of music. The computer was programmed to accomplish this by composer Lejaren Hiller and mathematician Leonard Isaacson. [5]: v–vii In 1960, Russian researcher Rudolf Zaripov published worldwide first paper ...
This is a list of notable programming languages optimized for sound production, algorithmic composition, and sound synthesis. ABC notation, a language for notating music using the ASCII character set; Bol Processor, a model of formal grammars enriched with polymetric expressions for the representation of time structures
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