Gioseffo Zarlino

Gioseffo Zarlino (January 31 or March 22, 1517 – February 4, 1590), was an Italian music theorist and composer of the Renaissance. He was possibly the most famous music theorist between Aristoxenus and Rameau, and made a large contribution to the theory of counterpoint as well as to musical tuning.

Works and influence

While he was a moderately prolific composer, and his motets are polished and display a mastery of canonic counterpoint, his principal claim to fame was his work as a theorist. He advocated division of the octave into twelve parts, and while Pietro Aaron may have been the first theorist to describe a version of meantone, Zarlino seems to have been the first to do so with exactitude, describing 2/7-comma meantone in his Le istitutioni harmoniche in 1558. In his Dimonstrationi harmoniche of 1571, he revised the numbering of modes to emphasize C and the Ionian mode, thereby drawing closer to the harmonic and melodic system basing itself on tonality and the major and minor scales.

Related Topics:
Motet - Counterpoint - Pietro Aaron - 1558 - 1571

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Zarlino was the first to recognize the primacy of the triad over the interval as a means of harmonic thinking. His development of just intonation came from a realization of the imperfection of the intervals in the Pythagorean system, and a desire to retain as much purity as possible in a system of twelve tones. He was also the first to attempt an explanation of the old prohibition of parallel fifths and octaves as a rule of counterpoint, and the first to study the effect and harmonic implications of the false relation.

Related Topics:
Just intonation - Pythagorean

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Zarlino's writings spread throughout Europe at the end of the 16th century. Translations and annotated versions were common in France, Germany, as well as in the Netherlands among the students of Sweelinck, thus influencing the next generation of musicians who represented the early Baroque style.

Related Topics:
16th century - France - Germany - Netherlands - Sweelinck - Baroque

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