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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.
Inspired by Spinoza, [6] Taneyev developed a theory which covers and generalizes a wide range of advanced contrapuntal phenomena, including what is known to the english-speaking theorists as invertible counterpoint (although he describes them mainly using his own, custom-built terminology), by means of linking them to simple algebraic ...
The contrapuntal devices of stretto, diminution and inversion are very rarely employed in any of them. Nevertheless, Pachelbel's fugues display a tendency towards a more unified, subject-dependent structure which was to become the key element of late Baroque fugues.
Most Italian operas of that period were concentrated on the solo aria. Whereas, Fux's operas employ an ensemble of solo singers and the large arias often use a concertizing solo instrument. Fux's emphasis on contrapuntal structures was conservative and represented the older manner of treating musical texture. [3]
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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 ...