Cello Reading Problems: Rhythm

This page is part of the article dedicated to Music-Reading and Notation Problems. A more general discussion about rhythm can be accessed by clicking on the highlighted link. Reading problems related to pitch are looked at on the following page:

Reading and Notation Problems In Relation To Pitch


The notation of rhythm is both simpler and more standardised than the notation of pitch. Whereas any single pitch (note) can be notated in five ways (double flat, single flat, natural, sharp or double sharp), rhythmic values are standardised. As long as it starts on the beat, a crotchet (quarter-note) is always a crotchet: it is never notated as two tied quavers (eighth-notes), nor as three tied quaver triplets nor as four tied semiquavers (16th-notes). Likewise for the other note values (8th notes, 16ths and whole notes etc).

While rhythm-reading does tend to be more straightforward than pitch-reading, this doesn’t mean however that the reading of rhythms is necessarily easy: it still requires a huge amount of hours to automatise the decoding of the note values. And, as with pitch, composers, editors and music publishers can (and do, surprisingly often, especially in 20th-century music) make our job much harder than it needs to be, by using sub-optimal ways to notate their music. It is possible to make even the simplest music incredibly complicated:

A surprisingly large number of “modern” composers love to write stuff that looks like this, perhaps to show how clever they are or perhaps because they are writing at a computer (which can read anything). They are certainly not thinking about how to make the job easier for the people who will later try to play their music. Even such famous composers as Stravinsky and John Adams (and perhaps even Brahms!) are guilty of this “crime against performers”. Very often there are more user-friendly ways to notate the more complex/confusing rhythmic effects that we might find in the (almost exclusively modern) repertoire, but once the music is published it is too late to find these, and all performance errors are blamed exclusively on the poor players. How much easier it could all be for the performer, with a little thoughtfulness from the composer regarding their notation choices: in the case of the above passage, for example, if it was notated :

The complications in rhythm reading that derive from the notation arise principally from two sources:

  • the choices of time signature and
  • the user-friendliness (or not) of the beaming

Let’s look now at these two questions one by one:



When composers notate their music in a different key signature to how it sounds (see Pitch-Reading and Notation Problems) this can create unnecessary reading difficulties (depending on how far apart the two keys are). Likewise, when composers write the music in such a way that it “sounds” with a different pulse to that which is indicated by the time signature, this also can create unnecessary reading problems for the players, this time with respect to the rhythm. This situation is relatively common in music that alternates between 3/4 (three beats to the bar) and 6/8. Sometimes the composers change the time signature, other times not, but this is only the easiest example of the problems derived from “polyrhythms” because with this 6/8-3/4 alternation, the basic pulse (with the accent on the first beat of each bar) doesn’t change. Other cases can be much more confusing.


Even when the musical pulse does correspond to the time signature, composers have a large choice as to which time-signature they might use to notate their music. The exact same music, at exactly the same tempo, can be written with different rhythmic notations, for example, as an Adagio, a Moderato, or a Presto, simply by using the appropriate time signature and rhythmic note values. The fact that there are so many ways of notating the same rhythm is one of the main causes of rhythm-reading problems, especially in the orchestral repertoire – and most especially in the operatic repertoire – in which the frequent tempo and time signature changes can take us by surprise. In the following example, Verdi chose the Prestissimo 4/4 time signature with one pulse per bar, but the music could sound identical with the other alternative time signatures also. With each example, the frequency with which we might want to stomp on the beat is reduced. Basically, each barline is a new “stomp”, so by the time we get to the Adagio version, the party is over. Now the music, although still going at the same speed as in the first original Prestissimo version, is now floating ethereally. This is the meaning of the barline. According to Einstein, his “Theory of Relativity” was completely inspired by music, which is not at all surprising.

Verdi’s original choice is a very fast, exciting pulse, but even faster, and perhaps the world record in that department, would be the second movement of Shostakovich’s Eighth Quartet, in which the speed is “whole note = 120” or, in other words, two bars of 4/4 time per second. This reflects perfectly the absolutely maniacal frenzy (panic) that this movement represents, and is the absolute opposite of the deep religious calm of the Allemande from Bach’s Sixth Cello Suite and the Adagio from his First Unaccompanied Violin Sonata, in which one bar lasts an eternal 9-10 seconds!

The cello repertoire has some other unexpected curiosities in the key-signature notation department:

In some other movements of the Bach Cello Suites, Bach also writes the music using quite bizarre time signatures (note lengths). For example, just like in the Sixth Suite Allemande, in the Allemande of the Third Suite the note values are also half of what we might expect. In other movements, Bach does exactly the opposite, using the “old” style rhythmic notation of the pre-Baroque composers, in which the notes are written out with double their “normal” values. The Courante of the Fifth Suite (and the Sarabande of the Sixth Suite) are examples of this.

The use of time signatures requiring very small note values (half the length we might “normally” expect) is found also in several movements of Bach’s unaccompanied violin music, notably the Allemande from his B Minor Partita, the Grave that starts the A Minor Sonata, and the Adagio that starts the G Minor Sonata. This gives an abundance of tiny note values, which have been counted and compared in the table below:



32nd NOTES

64th NOTES


Vc Suite VI




Vln Partita I




Adagio: Vln
Solo Sonata 1




Grave: Vln
Sonata II





This stuff is hard to read ! Bach loved mathematics and reading this is mathematically challenging for the normal musician. To decipher this music we don’t even need our instrument: this is a mathematical exercise for which we just sit down with the music and a pencil and try to figure out the rhythms. This level of written rhythmic complication is however perhaps unnecessary. Its only real use is to make it clear that the essential pulse of the music is very slow. Rewriting these movements with note values twice as long (and bars twice as short) removes completely this unnecessary reading difficulty but we need to be careful when playing these pieces to make sure that we still feel them with a very slow pulse (minim instead of crotchet). That is why this music is available here in both the original version and the “easy to read” version (with longer note values).


The thoughtful use of beam subdivisions can greatly help us make rapid sense out of passages in which many semiquavers (and/or smaller note values) are beamed together under one beat. When the sub-beams are broken at the corresponding beat subdivisions, this gives us an immediate graphic indication of how the notes are distributed across the beat. This situation arises most commonly in slow music, with rapid fioritura passages of many “tiny notes” under a slow pulse, as in some of the pieces discussed above.

Unfortunately, once a musical score (part) is printed, it would be painstakingly laborious to modify the sub-beams. In all the music published on this website, care has been taken to use “user-friendly sub-beaming” in these types of passages, to make the reading of the rhythmic subdivisions easier.