Similarities between Linear Arithmetic synthesis and Roland Corporation
Linear Arithmetic synthesis and Roland Corporation have 6 things in common (in Unionpedia): Casio, Roland Corporation, Roland D-50, Subtractive synthesis, Synthesizer, Yamaha DX7.
Casio
is a Japanese multinational consumer electronics and commercial electronics manufacturing company headquartered in Shibuya, Tokyo, Japan.
Casio and Linear Arithmetic synthesis · Casio and Roland Corporation ·
Roland Corporation
is a Japanese manufacturer of electronic musical instruments, electronic equipment and software.
Linear Arithmetic synthesis and Roland Corporation · Roland Corporation and Roland Corporation ·
Roland D-50
No description.
Linear Arithmetic synthesis and Roland D-50 · Roland Corporation and Roland D-50 ·
Subtractive synthesis
Subtractive synthesis is a method of sound synthesis in which partials of an audio signal (often one rich in harmonics) are attenuated by a filter to alter the timbre of the sound.
Linear Arithmetic synthesis and Subtractive synthesis · Roland Corporation and Subtractive synthesis ·
Synthesizer
A synthesizer (often abbreviated as synth, also spelled synthesiser) is an electronic musical instrument that generates electric signals that are converted to sound through instrument amplifiers and loudspeakers or headphones.
Linear Arithmetic synthesis and Synthesizer · Roland Corporation and Synthesizer ·
Yamaha DX7
The Yamaha DX7 is an FM synthesis-based digital synthesizer and electronic keyboard manufactured by the Yamaha Corporation from 1983 to 1989.
Linear Arithmetic synthesis and Yamaha DX7 · Roland Corporation and Yamaha DX7 ·
The list above answers the following questions
- What Linear Arithmetic synthesis and Roland Corporation have in common
- What are the similarities between Linear Arithmetic synthesis and Roland Corporation
Linear Arithmetic synthesis and Roland Corporation Comparison
Linear Arithmetic synthesis has 16 relations, while Roland Corporation has 148. As they have in common 6, the Jaccard index is 3.66% = 6 / (16 + 148).
References
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