Let's do an experiment. With your left hand start tapping out a regular (evenly-spaced) beat - say, 2 beats per second. With your right hand attempt to tap our a different regular beat, but tap at a rate that is "as unrelated as possible" to the first beat - something like 3.14159 beats per second. (Here "as unrelated as possible" is weakly defined. Basically, I mean to keep two rhythms that are both regular but will never be in sync.)

My question is this: Is it possible for a human to actually keep accurate track of both rhythms? Or will they interfere with one another so that the rhythm of one or both hands is lost?

My own (admittedly unjustified) model of neuronal behavior is that rhythmic action of the left hand must correspond to rhythmic patterns of neural activity in the brain with the same frequency. And similarly, rhythmic action of the right hand must correspond to rhythmic patterns with that frequency. Since, I suspect, the task of tapping out a rhythm requires coordination across several areas of the brain, then it seems that the a-periodic neuronal firing would likely interefere and cause one rhythm or the other to become dominant - or both rhythms to be lost entirely.

(Oh... and for the sake of this question, assume the corpus callosum is intact. Missing CC is cheating here.)

  • $\begingroup$ Listen to the drummer of Tool (awesome) and see en.wikipedia.org/wiki/Polyrhythm $\endgroup$
    – AliceD
    Aug 28, 2015 at 10:42
  • 3
    $\begingroup$ I love polyrhythm - though that's not quite what I'm talking about here. With polyrhythm the underlying beats are related such that the pattern repeats after a few measures. For this question I'm interested with two completely unrelated patterns so that the pattern never repeats. $\endgroup$ Aug 29, 2015 at 18:05
  • $\begingroup$ To make this question answerable you're going to have to more rigorously define "unrelated". $\endgroup$
    – Seanny123
    Jun 2, 2016 at 15:10
  • $\begingroup$ Related to cogsci.stackexchange.com/questions/77/… $\endgroup$ Jul 9, 2016 at 19:48

1 Answer 1


I never thought that my Bachelor Thesis would ever come in handy. Thank you for this question!

Short answer
No, you cannot keep up two unrelated rhythms in a stable coordinated fashion when tapping for your finger for instance.

Long Answer
Let us start with (and skip over) the oldest paper that I have about it. Haken, Kelso and Bunz (1985) described in a mathematical model how you would coordinate two rhythmic movements (tapping fingers) and how you change phases. In-phase means you tap at the same time, whereas anti-phase means you tap with one whilst going up with the other and vice versa. I will not describe these formula, but now you know they exist.

From now on, I will refer to "two agents" instead of fingers. I do this, because the coupling and rhythm is not limited to body parts. Even different people start to get synchronized during rhythmic movements. Richardson (2007) showed that people, without explicit instructions, started to synchronize their movements in a rocking chair. However, also during walking/running, people start to synchronize (Nessler, 2012).

What research over the years has shown that (stability of) rhythmic movements rely on three factors to be coordinated.

  • First, you need to be coupled, i.e. you must be able to see/feel the other agent's rhythm. When you don't perceive a rhythm, their is nothing to adapt to (See also Richardson, 2007; Nessler, 2012; Meerhof & De Poel, 2014).
  • Second, the phase of the movements: Moving in-phase is very easy and you can do that from low frequencies up to very high frequencies. Moving in anti-phase is a little more difficult. The agents will be stably coordinated at low frequencies, however, as you increase the frequency it will be more and more difficult to keep it up, ultimately leading to a synchronization period, after which you'll move in an in-phase pattern (try it out; Meerhof & De Poel, 2014).
  • Third, as I already said just now: The frequency of movements. At low frequencies movements are easier to coordinate in a stable fashion than higher frequencies (Konvalinka, 2011)

In this last study, two participants in different rooms listened to a beat (of either 96, 120, 150 Hz, which could differ between participant) for eight seconds, after which they had to continue that beat by tapping their index-finger. Following, depending on the condition, they (1) kept hearing the computer-generated beat, (2) listened to their own generated beat, (3) listened to the beat of the other subject while the other heard his own generated beat, or (4) the two participants hear the beats generated by the second participant. There were many many results given all these conditions. What it all came down to was that the participants' own beat-frequency moved toward the other's, and that the rhythm became less stable, when they listened to the beat of the other participant. When the participants heard each other, the frequencies moved to each other and ultimately produced a very stable beat (they synchronized).

This paper thus showed that, whenever you are coupled (which fingers always are, it's called proprioception) you tend to synchronize. It is thus impossible to keep rhythm when you perceive a completely unrelated beat.

  • 1
    $\begingroup$ Great answer. The kind of answer that makes me think, "oh no? I think we're going to have to put that to the old empirical test." Which, really, makes it a perfect answer. $\endgroup$ Jun 2, 2016 at 17:41

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