Knowra Gioseffo Zarlino Gioseffo Zarlino Gioseffo Zarlino (1517–1590) was an Italian composer and music theorist whose writings, especially Le istitutioni harmoniche , shaped Renaissance accounts of harmony and counterpoint.
Le istitutioni harmoniche : Gioseffo Zarlino’s 1558 treatise on music theory, composition, and musical practice. This is the work in which Zarlino set out his influential account of harmony.
Venetian School : A group of composers active in Venice during the Renaissance, associated with distinctive polychoral music. Zarlino worked in the musical culture that fostered Venice’s influential sacred repertory.
Adrian Willaert : A Franco-Flemish composer who led the musical establishment at St Mark’s Basilica in Venice. Willaert was Zarlino’s teacher and a major influence on his musical formation.
Music theory : The study of musical structures, practices, and concepts such as pitch, rhythm, and harmony. Zarlino’s treatises became a landmark in the broader discipline of music theory.
Just intonation : A tuning system that uses frequency ratios derived from whole-number relationships. Zarlino explained consonant intervals through simple numerical ratios.
St Mark's Basilica : The principal church of Venice, whose musical establishment employed prominent Renaissance composers and singers. Zarlino served as maestro di cappella there from 1565.
Vincenzo Galilei : An Italian lutenist and music theorist who challenged established Renaissance musical doctrines. Galilei attacked Zarlino’s theories during a prominent dispute over ancient and modern music.
Renaissance music : European music from roughly the fifteenth and sixteenth centuries, marked by expanding polyphony and humanist interests. Zarlino’s career and writings belong to the period whose musical thought they helped define.
Musical interval : The pitch distance between two notes, measured by frequency ratio or musical convention. Intervals are the basic units underlying Zarlino’s account of consonance.
Pythagorean tuning : A tuning system built from repeated ratios of 3:2, producing the Pythagorean circle of fifths. Zarlino inherited a mathematical tradition whose tuning limits he scrutinized.
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