Study finds peculiar multi-generational collective learning in homing pigeons
Last month, Takao Sasaki and Dora Biro, both from the University of Oxford, published a curious paper in Nature Communications about homing pigeons. Sasaki and Biro had set out to examine the possibility of Cumulative Cultural Evolution (the ability of a population to accumulate knowledge or skills across generations) in homing pigeons. Previously, it was thought that such multi-generational learning was a trick unique to humans and some other primates with large brains. In their experiment, Biro and Sasaki not only showed that pigeons indeed can pass knowledge from one generation to the next, but something else much more surprising: repeatedly swapping out knowledgeable pigeons for clueless ones actually improved the overall efficiency of the group’s choices over time. Their findings have interesting implications for understanding collective intelligence and innovation in other animal groups — possibly including humans.
Homing pigeons have are possesed of a uniquely measurable skill: finding their way back to a particular spot when released from a distant location. By fitting pigeons with minature GPS loggers and then repeatedly releasing them from the same spot, researchers can measure to what extent pigeons learn to improve their route over multiple trips.
In this experiment, pigeons were tested in three groups: one experimental group and two control groups. The first control group consisted of 10 individual birds. Each of them flew the 8.6 km route alone, a total of 60 times. The second control group of 20 pigeons was grouped into 10 pairs, who also each flew the route 60 times. The experimental group also flew primarily as pairs, but instead of the same pair for the whole experiment, every twelve flights one bird of the pair would be replaced with a new pigeon that had never flown the route before. The first twelve flights were done by a solo pigeon.
The researchers measured the flight path of each trip, and calculated how close it came to ideally optimized bee-line route.
As would be expected of an intelligent bird like a homing pigeon, the efficiency of the route for all groups improved over time.
And, supporting the hypothesis that intergenerational learning is possible even among birds, the newly introduced birds in the experimental group were able to quickly learn from experienced birds, and then pass on their route information to the next generation of inexperienced birds.
Over the course of the experiment, though, something else happened: by the end of each twelve-flight “generation”, the experiment group was consistently outperforming the navigational efficiency of the two control groups, even though the individual birds in the control groups had been flying the same route for much longer than those in the experiment group. This result was, to quote the study authors, “a phenomenon unexpected under current theories of route navigation in pigeons”.
It turns out that pigeons, like humans, form habits. By about the thirteenth flight, the pigeons in both pair and solo control groups had settled upon their own “idiosyncratic” route preferences. They had improved their routes dramatically over their initial flights, but then had picked a route that was, apparently, good enough, and their efficiency plateaued and remained at that point for the rest of the flights.
The experiment group, on the other hand, was in constant confusion. Every time an experienced bird was swapped out for a rookie, the pair’s efficiency would drop dramatically as the inexperienced newcomer influenced the flight path away from the beeline optimum. Inevitably, though, some of this newcomer’s suggestions turned out to be good ones. By the end of twelve flights, the bad suggestions had been weeded out and the good ones incorporated in the pair’s flight plan, and the pair was outperforming the old hands in the control groups and in most cases the previous generations of the experiment group as well.
Asynchronous CI, intergenerational churn, pigeon politics, and other speculative conclusions
Like any new and interesting study, it would be imprudent to draw too many conclusions until the results have been replicated and verified by other researchers. If it does turn out to be repeateable — and especially if it turns out to be consistent across species, which Sasaki and Biro are planning to test next — then we can draw some interesting general lessons about learning and group knowledge transmission that are surprisingly congruent with some common-sense notions about human groups. Let’s consider three of them:
Asynchronous collective intelligence
One way to think about the learning among pigeons is that the experimental group was able to benefit from the navigational diversity of the total number of birds that flew in its pairs. Even though there were only two birds in the flock at any one time, the total number of birds that contributed to its collective knowledge was much greater. Looked at this way, it’s not surprising that it outperformed the other groups. If unhelpful individual idiosyncracies are weeded out while beneficial ones are kept, then the total performance will increase with group size. Could the results of this experiment be explained as the cumulative contributions of a larger collective of pigeons? In order to answer that question, we would need to compare the experimental group’s performance with a group of the similar total size flying the same routes. Which, unfortunately, was not included in the study.
Is it newness, or just diversity?
Pop-sociology conclusions are hampered by an ambiguity in the experiment’s results: is the increased learning power a result of more birds, or newer birds? If it’s newer birds, we can look at this as an interesting microcosm of generational succession in humans and the curious usefulness of naive newcomers in a problem solving situation. They may not know a thing, but still, sometimes the presence of a mind without habitual answers to the given question will help bring the solution to light by one idiosyncratic means or another.
According to the eminent physicist Max Planck, human scientists bear some resemblance to pigeons in their habit-forming tendencies. “A new scientific truth,” he famously said, “does not triumph by convincing its opponents and making them see the light, but rather because its opponents eventually die, and a new generation grows up that is familiar with it.” A clever piece of meta science from the National Bureau of Economic Research published in 2015 seems to bear out this adage, showing that there is a burst of progress in scientific fields where a reigning expert has just perished.
Known good configurations vs. experimental innovation
One experimental result isn’t highlighted in the paper: while the peak efficiency of the experimental group (at the end of each generation) was higher than the control groups, the average efficiency was far lower. Every time an experienced bird was replaced, efficiency plummeted. It wasn’t until near the end of the “generation” that it recovered. Experimental innovation has its costs.
A possible corollary is that in a more complex group structure — one in which knowledge can be shared between as well as within groups — there is value in sub-group experimentation. This minimizes the risk by limiting negative outcomes of experimentation to a small part of the population, while maximizing the potential reward of new knowledge that can be shared population-wide. In other words, Burning Man is potentially important to normal human society after all.
In homage to pigeons
All implication for human groups aside, let’s ponder this for a moment: imagine that you’re flying alongside a pair of pigeons in the experimental group on their first runs after a generational exchange. How do the two pigeons — one experienced, who presumably knows the flight path well, and one complete newcomer — negotiate a collective trajectory? Why does the knowledgeable pigeon follow the rookie on mistaken detours during the early flights, and how do the two pigeons — apparently without any complex language — negotiate the process of refining the route so that, after twelve flights together, they are collectively outperforming all of their peers?