The EinsteinâBergson debate
In 1922, Albert Einstein, who was then in his early 40s, had been invited to be the guest speaker at the annual meeting of the French Philosophical Society. Inevitably, he was asked to present his theory of relativity, publication of which had occurred just a few years previously but whose renown began with his four 1905 publications, including one on special relativity. Einsteinâs fame was in the ascendant and his ideas, particularly as they pertained to time were causing ripples of excitement across Europe and the world. But also present at the meeting was Henri Bergson, then well into his 60s but the doyen of French philosophy. Bergson did not like what Einstein had to say. After Einstein gave his lecture, Bergson offered a half-hour critique, to which Einstein replied only briefly, but included in his reply was his famous quip: The time of the philosophers does not exist. Well, who could take such an insult lying down? Bergson wrote an entire book challenging Einstein,2 and even seems to have been instrumental in preventing him getting the Nobel Prize for his work on relativity; instead, Einstein received it for his work on the photoelectric effect. A bit like giving Darwin a prize for his work on earthworms, ignoring his theory of evolution by natural selection. And yet in the end, it was Einstein who became a household name while Bergsonâs fame diminished.
So what was the debate all about? Put simply, relativity theory challenged the notion of time as duration by demonstrating the impossibility of simultaneity in any absolute sense. Because simultaneity was relative, duration crumbles; relativity theory suggests that event x and event y might succeed one another, be simultaneous or precede one another, dependent on a frame of reference. So from one point of view, x might be before y, but from another, it might come after it. If this is the case, duration, understood as a flow of time, is purely a subjective illusion. Time, with space, constitutes a durationless field, which modern physics calls the block universe view of time. This contradicted the very basis of Bergsonâs philosophy which argued for duration as the primordial form of time. For Bergson, physical time was an abstraction which gave the illusion of reality because of its measurement by clocks. Yet the irony is, clock time itself was also subverted by the implications of relativity.
I have usually assumed that time as expressed through clocks and calendars is fundamentally about sequence: the ticking of seconds on a clock, the regular passing of days and years. At its most basic, it is time as a segmented, equally-spaced series of units, what in mathematics is known as an interval scale or measure. This is certainly true of time as we use it in everyday life, as it appears on our phones, computers, clocks and diaries. Yet in terms of managing and co-ordinating this time into a singularized metrology, the key property is not succession but that of simultaneity: knowing that my clock has the same time as yours, that the seconds or minutes on two clocks are of equal duration, that we both recognize that today is 7 July 2020 or that if you are in Australia and I am in Iceland, that you are ten hours exactly ahead of me. Of course, in practice, clocks can differ, but in principle they can all be synchronized to the same time and where it matters, they usually are. Your computer for example has an internal clock that runs off its own battery, called a CMOS chip; every time you connect to the Internet, the clock re-calibrates itself using Network Time Protocol (NTP) which is designed to synchronize your computer time to Coordinated Universal Time (UTC) as registered on a recognized website such as time.gov.
It all sounds quite simple but in fact a great deal of work and effort went into establishing UTC as will be further discussed in Chapter 2 and more importantly, such synchronization today relies completely on the network of satellites, fibre-optic cables and Wi-Fi signals, though originally it was made possible by trans-oceanic and trans-continental telegraph lines and later radio waves.3 With any synchronization, the problem is essentially knowing the time at a location different from the one you are at; as the French polymath Henri PoincarĂ© put it: â[we] must, without being at Paris, calculate Paris time.â4 In all cases, even with the Internet, the time delay between sender and receiver is incorporated into any synchronizations, underlining the crucial connection between time and space and until high-speed communication was made possible through telegraphy, calculating such delays were prone to too much error. But just as this synchronization was being created, Einsteinâs theory undermined its very basis by inaugurating the loss of simultaneity. What then, remains of clock time?
PoincarĂ© wrote an important but under-cited paper about time in 1898 where he argued that our intuitive perceptions of sequence or simultaneity are not based on anything substantial, but simply conventions.5 These conventions vary from case to case, but at their foundation, we use them because they are convenient. Ultimately, PoincarĂ© argued that time was a procedure: something we do with clocks and that any qualitative, intuitive notion we have of it is based on the quantitative measures we perform with our instruments, that is, clocks. Although he does not mention him by name, PoincarĂ© was, essentially, contesting his fellow countryman Henri Bergsonâs philosophy of intuition and time.6 He also anticipated many of the points that surfaced in the famous EinsteinâBergson debate of the 1920s.7 Clock synchronization and simultaneity thus become something we make, not something we observe in nature. This procedural notion of time is a theme that will take on great relevance for this book.
It has been debated how much Bergson misunderstood some key parts of Einsteinâs theory of relativity, but Chapter 3 of his book Duration and Simultaneity seems to get to the heart of the difference. There, Bergson makes a distinction between contemporaneity and simultaneity. For Bergson, our primary experience of time as duration or flux can be described as the perception of contemporaneous flows; sitting around a table at a restaurant for example, there are waiters bustling around, other diners conversing, a clock ticking on a wall. In our perception, Bergson argues that we see all these events as both one and many simultaneously; we can choose to filter out everything and focus just on one, such as the person opposite us, or we can soak up the atmosphere of all together. It is this very ability to see events as both a unity and multiple that constitutes contemporaneity. For Bergson, time â in its pure state â is âmultiplicity without divisibility and succession without separation.â8
It is from the primacy of âcontemporaneous flowsâ, that we abstract a notion of âsimultaneous instantsâ; like the flow, simultaneous events can be perceived as a unity or singled out. A waiter drops a tray at the same time as a child cries at another table; in one sense, these are part of the contemporaneous flows, but in defining them as simultaneous instants, we are implicitly drawing on what Bergson called a spatialized sense of time. Real duration is âthickâ, it has no instants; the idea of an instant as a unit of time is a product of spatializing time, converting it into something measurable. Bergson explained the difference by analogy to drawing a line across a sheet of paper; as I close my eyes and make the movement with my hand, the experience is one of undivided continuity. When I open my eyes and see the drawn line, I now perceive a record of that act, a record which though also appears undivided, can now be divided: I can mark cuts or points along it, measure it and so on. For Bergson, spatialized time depended on the materialization of movement, a transition from what he called the unfolding (that is, the movement of pencil across paper) to the unfolded (the line on the paper). It is on such materializations that spatial time â clock time or physical time, is dependent.
I think Bergsonâs analogy of the line and his idea of the unfolded provide more food for thought, especially in terms of understanding time as a material process so I will return to this in my final chapter. For now though, I want to remain with this idea of a tension or opposition between these two approaches to time. Physical time, expressed as an objective relation measurable by clocks, was ultimately relative and therefore multiple. Simultaneity and succession were therefore also relative: two events which appear simultaneous to person A, could appear successive to person B and vice versa. Philosophical time expressed as the subjective experience of a consciousness was an intrinsically indivisible and unified phenomenon. Simultaneity and succession were derivative perceptions from basic contemporaneous flows.
We can perhaps express this tension between simultaneity and contemporaneity by contrasting two different moments of temporal wonder, experiences we can probably all relate to. On a clear and starry night if you cast your eyes upward, you see a myriad of twinkling lights, each one a luminous globe like our own sun, or a planet lit up by such a sun. When you gaze at these stars you are directly observing the past â in the present. Because it takes time for light to travel, the image you see is not the ânowâ of the star but its past. When I first heard about this, it was mind-blowing. What are âcontemporaryâ events to us are past for the objects caught up in those events. Reversing this, imagine someone on a distant planet, pointing a telescope to our earth a hundred light years away â they would actually be seeing our world as it was in 1921. These are quite startling ideas, even if we are also used to them, but what they illustrate is the relativity of simultaneity.
Now picture a more earthly scene; instead of looking up, look down to the ground and there you see a glint that catches your eye. This is no star â but the reflection off a shiny object half buried. You reach down and pick it up and in your hand you realize you are holding a flint axe. Nobody makes or uses these kinds of things anymore where you live and in fact it turns out to be a Neolithic axe, made around 6,000 years ago. You are looking directly at the past â in the present. This object has persisted, and it is due to this persistence that you are able to hold it now in the present. Sadly, for archaeologists, the same is not true of its maker. Yet this is still a wondrous thing, this tactile, immediate contact with a past contemporaneous with the present.
These two moments of wonder are both deeply temporal and play off the juxtaposition of the past in the present. But they do this in very different ways. In the first, the juxtaposition is symmetrical, whereas in the second it is not; that is, what is present for A is past for B and vice versa in the starry sky. In the second, there is no symmetry; the axe inhabits my time, but I cannot inhabit its time (except in my imagination). More importantly though, simultaneity in the first case is dependent upon and relative to space, the distance between me and the star. In the second case, contemporaneity is dependent upon persistence, the continuity and then contiguity of the axe with me, that is, Bergsonâs contemporaneous flows. I am not sure how easy it is to reconcile these two cases or argue that one is more primary than the other. But what I do know is that the fallout of this opposition has arguably had deleterious effects on historical disciplines like archaeology.