Berklee method

In music performance and education, the Berklee method is the music theory, terminology, and practice taught at Berklee College of Music, the largest independent college of contemporary music in the world. The "Berklee method" was founded by Lawrence Berk after study with Joseph Schillinger regarding the latter's, "elaborate system of composition that employed mathematical permutation and combination process to generate rhythms, harmonies, and melodies".[1] Later, attempting to codify jazz and popular music practice, the Berklee method often differs from common practice harmony and voice-leading rules or guidelines.

For example, Berklee Music Theory - Book 2 recommends the following accompaniment for a given lead sheet,[2] while common practice theory would advise against or rule out the progression on the basis of all the chords being sevenths and thus dissonant.

Accompaniment acceptable in the Berklee method[2] but not in common practice theory.  Play 

The following quote from Branford Marsalis, may exemplify how Berklee also differs from traditional jazz: "Berklee has its own system of doing things, the Berklee way, the Berklee method. They basically say that when you write things that are theoretically against the Berklee method, then they're incorrect. Even if they sound great. Musically they sound, but theoretically it's wrong, so it's wrong. Which is not the purpose of music. Music theories are just theories."[3]

See also

Sources

  1. Hazell, Ed, and Lee Eliot Berk. Berklee: the First Fifty Years. Boston: Berklee Publications, 1995. Print. P. 10 quoted at "Berklee Library: Archives", Berklee.edu. Pop up Archived July 19, 2011, at the Wayback Machine.
  2. 1 2 Schmeling, Paul (2006). Berklee Music Theory - Book 2, p.34. ISBN 0-87639-066-1.
  3. David Andrew Ake (2002). Jazz Cultures, p.144. ISBN 0-520-22889-8.
This article is issued from Wikipedia - version of the 11/14/2016. The text is available under the Creative Commons Attribution/Share Alike but additional terms may apply for the media files.