Concept

Counting (music)

Summary
In music, counting is a system of regularly occurring sounds that serve to assist with the performance or audition of music by allowing the easy identification of the beat. Commonly, this involves verbally counting the beats in each measure as they occur, whether there be 2 beats, 3 beats, 4 beats, or even 5 beats. In addition to helping to normalize the time taken up by each beat, counting allows easier identification of the beats that are stressed. Counting is most commonly used with rhythm (often to decipher a difficult rhythm) and form and often involves subdivision. The method involving numbers may be termed count chant, "to identify it as a unique instructional process." In lieu of simply counting the beats of a measure, other systems can be used which may be more appropriate to the particular piece of music. Depending on the tempo, the divisions of a beat may be vocalized as well (for slower times), or skipping numbers altogether (for faster times). As an alternative to counting, a metronome can be used to accomplish the same function. Triple meter, such as , is often counted 1 2 3, while compound meter, such as , is often counted in two and subdivided "One-and-ah-Two-and-ah" but may be articulated as "One-la-lee-Two-la-lee". For each subdivision employed a new syllable is used. For example, sixteenth notes in are counted 1 e & a 2 e & a 3 e & a 4 e & a, using numbers for the quarter note, "&" for the eighth note, and "e" and "a" for the sixteenth note level. Triplets may be counted "1 tri ple 2 tri ple 3 tri ple 4 tri ple" and sixteenth note triplets "1 la li + la li 2 la li + la li". Quarter note triplets, due to their different rhythmic feel, may be articulated differently as "1 dra git 3 dra git". Rather than numbers or nonsense syllables, a random word may be assigned to a rhythm to clearly count each beat. An example is with a triplet, so that a triplet subdivision is often counted "tri-pl-et". The Kodály Method uses "Ta" for quarter notes and "Ti-Ti" for eighth notes.
About this result
This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.
Ontological neighbourhood