Similarities between Crossings (Herbie Hancock album) and Jazz fusion
Crossings (Herbie Hancock album) and Jazz fusion have 6 things in common (in Unionpedia): AllMusic, Electronic music, Herbie Hancock, Jazz, Jazz fusion, Piano.
AllMusic
AllMusic (previously known as All Music Guide or AMG) is an online music guide.
AllMusic and Crossings (Herbie Hancock album) · AllMusic and Jazz fusion ·
Electronic music
Electronic music is music that employs electronic musical instruments, digital instruments and circuitry-based music technology.
Crossings (Herbie Hancock album) and Electronic music · Electronic music and Jazz fusion ·
Herbie Hancock
Herbert Jeffrey "Herbie" Hancock (born April 12, 1940) is an American pianist, keyboardist, bandleader, composer and actor.
Crossings (Herbie Hancock album) and Herbie Hancock · Herbie Hancock and Jazz fusion ·
Jazz
Jazz is a music genre that originated in the African-American communities of New Orleans, United States, in the late 19th and early 20th centuries, and developed from roots in blues and ragtime.
Crossings (Herbie Hancock album) and Jazz · Jazz and Jazz fusion ·
Jazz fusion
Jazz fusion (also known as fusion) is a musical genre that developed in the late 1960s when musicians combined aspects of jazz harmony and improvisation with styles such as funk, rock, rhythm and blues, and Latin jazz.
Crossings (Herbie Hancock album) and Jazz fusion · Jazz fusion and Jazz fusion ·
Piano
The piano is an acoustic, stringed musical instrument invented in Italy by Bartolomeo Cristofori around the year 1700 (the exact year is uncertain), in which the strings are struck by hammers.
Crossings (Herbie Hancock album) and Piano · Jazz fusion and Piano ·
The list above answers the following questions
- What Crossings (Herbie Hancock album) and Jazz fusion have in common
- What are the similarities between Crossings (Herbie Hancock album) and Jazz fusion
Crossings (Herbie Hancock album) and Jazz fusion Comparison
Crossings (Herbie Hancock album) has 24 relations, while Jazz fusion has 378. As they have in common 6, the Jaccard index is 1.49% = 6 / (24 + 378).
References
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