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In music theory, counterpoint is the relationship of two or more simultaneous musical lines (also called voices) that are harmonically interdependent yet independent in rhythm and melodic contour. [1] The term originates from the Latin punctus contra punctum meaning "point against point", i.e. "note against note".
In music theory, contrapuntal motion is the general movement of two melodic lines with respect to each other. In traditional four-part harmony, it is important that lines maintain their independence, an effect which can be achieved by the judicious use of the four types of contrapuntal motion: parallel motion, similar motion, contrary motion, and oblique motion.
The principles of strict counterpoint constitute one of the fundamental components of Schenker's musical theory (see Schenkerian analysis).For Schenker, the study of counterpoint is the study of voice leading; in particular, contrapuntal theory is separate from and independent of harmonic theory, which is concerned with scale-steps (see Harmony).
In music, especially Schenkerian analysis, a voice exchange (German: Stimmtausch; also called voice interchange) is the repetition of a contrapuntal passage with the voices' parts exchanged; for instance, the melody of one part appears in a second part and vice versa.
In music, a canon is a contrapuntal (counterpoint-based) compositional technique that employs a melody with one or more imitations of the melody played after a given duration (e.g., quarter rest, one measure, etc.).
The six-part fugue in the "Ricercar a 6" from The Musical Offering, in the hand of Johann Sebastian BachIn classical music, a fugue (/ f juː ɡ /, from Latin fuga, meaning "flight" or "escape" [1]) is a contrapuntal, polyphonic compositional technique in two or more voices, built on a subject (a musical theme) that is introduced at the beginning in imitation (repetition at different pitches ...
In music theory, an inversion is a rearrangement of the top-to-bottom elements in an interval, a chord, a melody, or a group of contrapuntal lines of music. [2] In each of these cases, "inversion" has a distinct but related meaning. The concept of inversion also plays an important role in musical set theory.
Gould called this method "contrapuntal" radio. (The term contrapuntal normally applies to music in which independent melody lines play simultaneously; this type of music, exemplified by J. S. Bach, was the major part of Gould's repertoire.) As he described the format, "every voice leads its own … life and adheres to certain parameters of ...