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[I am phasing out D&I at typepad. This post was first published at: digressions.impressions.substack here. To receive new posts and support my work consider becoming a paid subscriber at <digressionsimpressions.substack.com>]
A few days ago I was showing off the antiquarian books in my library to the distinguished philosopher of physics and scholar of early modern natural philosophy, Katherine Brading, she made herself comfortable and started reading my copy of one (!) of the translations of Fontenelle's (1686) Entretiens sur la pluralité des mondes (known as Conversations on the Plurality of Worlds). The title-page of my copy announces it is a "new translation from the last edition of the French with great additions extracted from the best modern authors, on many curious and entertaining subjects" (and also proudly announced a glossary for technical terms). The book is dated 1760 and the translator as "A Gentleman of the Inner-Temple." There is also a second 1767 edition of this translation.
Google.books has a scan of this edition from the British Library. Somewhat oddly, despite this prominent location, this translation is omitted when people discuss translations of Fontenelle's Entretiens. So, for example, Wikipedia states: "The first English translation was published in Dublin by Sir William Donville or Domville in 1687, followed by another translation by Aphra Behn in 1688, under the title A Discovery of New Worlds and a third by John Glanvill later in 1688." In the translator's preface of recent translation (p. xlviii), H.A. Hargraves includes these three, and mentions a fourth (1715) by William Gardiner. But seems unfamiliar with this fifth, 1760 translation. There is also a sixth (1803) English translation, as Wikipedia notes, by Elizabeth Gunning that (Wikipedia omits this) includes La Lande's notes.* (The 1803 edition also gives a nice overview of French 17th editions of the work.)
In The Great Chain of Being (1936), Lovejoy exhibits familiarity with all of these, except with 'my' 1760 and the translation by Donville. And he is confident enough to claim that the 1715 by Gardiner is largely plagiarized from Glanvill's (p. 348, note 57 in the 1966 Harvard University press edition circulayed in the UK by OUP). Lovejoy acknowledges his debt to the early polymath and Newton scholar, D. Brewster's More Worlds than One. Brewster seems also unfamiliar with the 1760 translation. (Brewster was also a fine scientist!) I indirectly return to Lovejoy’s interests at the end <hint>.
My friend Helen de Cruz, plausibly treats Fontenelle's work as an early contribution to hard science fiction (that is, a speculative genre that is constrained by scientific knowledge). Often commentators treat the book also as popularization of then recent primarily Cartesian science and cosmology. In both cases the fact that the new science supports the real possibility of alien life forms is part of the recurring interest. In his introduction to the 1803 edition, Lalande gives a history of respectable/scientific speculation on extraterrestrials, and shows ample evidence this can be found all over eighteenth century natural philosophy. Fontenelle's work attracts the attention, in addition, of scholars interested in the role of learned women because the narrator's interlocuter in the book is a woman and the role of women translators of the book.
However, and this is key to what follows, when Fontenelle's book appeared it was arguably also the first book that pulled together a century’s worth of astronomical observations to put these into a coherent framework/narrative provided by the new science, in a wide sense, to be read fruitfully by natural philosophers and the educated public alike. In this latter learned 'Enlightenment' genre the book risked being quickly out of date, first surpassed by the mathematically challenging Principia of Newton and then in the more accessible Cosmotheoros written by Newton's great rival Huygens (and posthumously published by Huygens' brother Constantijn). (I showed Brading my copy of the first edition of the English translation of it, too.) But Fontenelle updated his editions to keep his book in the Enlightenment genre.* And I assume -- I need to check this carefully -- that the 1760 translation is based on the revised 1742 edition (which appeared in Fontenelle's Œuvres complètes). Fontenelle died aged nearly 100, in 1757!
At some point (ca 1700), one may well think that further interest in Fontenelle's work would by antiquarian. However, both the 1760 translation as well as the 1803 updated translation, hybridize Fontenelle's original work with a great deal of additions that reflect new scientific findings (as well as some refutations of Fontenelle's earlier speculations). This can be readily ascertained by the fact that the fifth and sixth English translation are much larger than the original or the modern (1990) English translation (mentioned above) by H.A. Hargreaves, which appeared in a pleasant, slim paperback with University of California Press, and that I used in one of the first undergraduate courses I ever taught back in the 1990s at The University of Chicago. (This 1990 edition is a translation of the first edition and so lacks the sixth evening dialogue that Fontenelle added to his 1687 edition..)
The 1803 edition and translation really are conceived as a kind of popularization (Lalande is explicit on this). But the additions of English translation of 1760 are of a different kind. These consider a wide variety of topics and new findings, and so the 1760 translation (based as it claims to be on Fontenelle's own 1742 edition) is very much in the spirit of the original Enlightenment sense of the work. It competes, in fact, with the ambitious kind of works now shunted aside as 'natural religion' (associated with names like Derham, Nieuwentijt) and works that are now slotted into the pre-history of biology like Buffon. I return to this below. One very nice feature of the 1760 translation is that all the translator’s additions are listed, descriptively, in a table of contents (and, thereby, also reveal many of the translator's non Fontenelle/Huygens/Newton sources, including Boerhaave, Desaguliers, Gravesande, Lovett, etc.).**
I am unsure who the 1760 translator -- "a gentleman of the Inner-temple" — is. But one of the additions by tthe1760 translator has attracted modest scholarly attention. In a footnote (14) to a recent paper by Huib Zuidervaart and Tiemen Cocquyt, they speculate on the following.
Intriguing is the fact – unnoticed so far – that in 1760 a text was published devoted to the optics of the human eye and the properties of light concerning colours, written by “a gentleman of the Inner Temple.” Chester Moor Hall frequently added the phrase “of the Inner Temple” to his family name, for instance in various book subscription lists, so the text (an appendix to a new English translation of a famous French cosmology book by Fontenelle) could be his. See Conversations on the Plurality of Worlds by M. de Fontenelle. A New Translation from the Latest Edition of the French with Great Additions, on Many Curious and Entertaining Subjects by a Gentleman of the Inner Temple (London: R. Whity a.o., 1760), pp. 239–263.
Their paper, "The Early Development of the Achromatic Telescope Revisited," is very much worth reading because it involves priority disputes, court cases, deception, lies of omission, etc.+ These page-numbers (pp. 239-263) are, in fact, part of the translator's addition to the fourth evening. The addition starts on p. 216 with an account of fire. Then a brief digression on dilation. And then on p. 228 starts the material on the "inflexions of the rays of light" with six definitions that lead into the text briefly described by Zuidervaart and Cocquyt (and which I consider an integral part of)!
As an aside, the history of the Inner-Temple itself originated "when a contingent of knights of the Military Order of the Temple of Solomon in Jerusalem moved from the Old Temple in Holborn (later Southampton House) to a larger site between Fleet Street and the banks of the River Thames." Some readers may well wonder if they have landed on Justin Smith-Ruiu’s Hinternet, but no I am not going to lead you to templar knights. The Inner-Temple was later an inn and law school, amongst many other social functions.
Despite the many bewildering range of additions, the main point of the 1760 edition is actually not hard to discern, especially if one is familiar with eighteenth century cosmology and natural religion. Or so I claim next.
At first sight the 1760 translation ends with the optimistic cosmic economy of nature familiar of the closing paragraphs of the first edition of the Principia: the universe is teaming with life, and comets bring the necessary building and replenishing materials of life (and even suns) to other solar systems (pp. 385-401, "Of Comets.") So, I first thought this book is a kind of Newtonian, deist providential domestication of Fontenelle's more skeptical spinozism. "Of Comets" is added, as a kind of appendix, beyond the translator's additions to the sixth evening.
However, I suspect this is a deceptive ruse. The main part of the book — we are very deep into the translator's additions to the sixth evening — nearly concludes with a short section "of chance." (In the table of contents this is listed as "of chance, applicable to what Mr. Fontenelle mentions in his work.") The translator here denies, in his own words, the so-called 'doctrine of chance' or Epicureanism. So far so good.
Now, during the eighteenth century the doctrine of chance is opposed to doctrine of order. This doctrine of order, is sub-divided between the equally heretical Spinozist doctrine of necessity which creates order immanently, and the ordered doctrine (which comes in deist and theist varieties). This is no surprise because the whole book assumes that nature has order (and often seems to appeal to various versions of the PSR). In fact, our translator goes on to claim that:
Every reasonable perfon will allow that this World, that the Universe, that every thing, we fee or know of which is great or good, was at firft formed, and is yet fupported, by a great and omnipotent Being, which we call GOD: a Being whofe attributes man knows little of, and can only judge concerning from his works, which we fee, and which when compared to what we may guefs of, Worlds unnumbered that float fufpended over our heads, in immenfe unbounded fpace are scarce any thing; therefore, as we know but little of the works of the DEITY, we can know but little of their Author it is therefore impoffible to form an adequate idea of him: here even imagination fails us, and we can only fay, he is great beyond our utmost comprehenfion. This we can judge of him with certainty; we know fufficient to anfwer all our purpofes, and therefore confequently to convince us Chance is a chimera without foundation, and that there is not any fuch thing in Nature. It is felf-evident, and does not require a demonftration: it is like an intuitive truth, as evident to our reafon as that 2 and 2 makes 4. (pp. 378-379--spelling left unmodernized)
This may seem, at first blush, a relatively orthodox Newtonian inductive claim in favor of a cautious species of deism. But extrapolating from the argument of the General scholium and reminding us of the immensity of the university, and our lack of ignorance of it, the translator basically argues we really have almost no inkling of God at all. (And this goes well beyond Newton's own view that we lack knowledge of his inner substance.) In fact, all we can really know of this god is that his existence denies the reality of chance, and so -- despite all the providential language -- Spinozism is slid back in. (This is not a surprise because Fontenelle's own work slides, despite regularly evoking deism, into Spinozism at various points.)
And in case one misses it, in the very next, and formally the last of the translator's explicit additions to Fontenelle's sixth evening, the "modern discoveries concerning the fixed stars," the translator immediately teaches his readers that it is the astronomical consensus that the cosmos is teeming with new stars and stars that go extinct. And then, after a book that has celebrated a universe teeming with life on innumerable planets, this book closes with the following chilling, even shocking line: "It is no ways improbable, that these Stars loft their brightnefs by a prodigious number of spots, which intirely covered, and as it were, overwhelmed them. In what dismal condition must their Planets remain, who have nothing but the dim and twinkling rays of the Fixed Stars to enlighten them." (383) And so, in conclusion, we come face to face with the mass extinction of aliens, and (by implication) the possibility of a very cold death of our own species (if we can't figure our interstellar flight).
*In the preface to her translation Hargreaves notes that the 1708, 1714, The 1724 (seventh), and the 1742 are all expanded editions (p. xli). There is a 1966 critical edition by Calame, which should be consulted by scholars.
**That the 1760 is very much a new hybridized book not of the late seventeenth century but of the middle of the eighteenth century, is, for example, ignored by F.J Tipler in his "A Brief History of the Extraterrestrial Intelligence Concept published in the prestigious" Quarterly Journal of the Royal Astronomical Society (1981). Based on Lovejoy, Tipler asserts (correctly) that Fontenelle's Entretiens was a bestseller and "was translated at least three times into English" (p. 127). In fact, Tipler's quotes from Fontenelle are derived from the 1760 translation (and luckily only material already present in the first)!
+If the 1760 translation is indeed by Moor Hall, it would be nice to figure out which translation he repeatedly criticized in his introduction.
Enlarge / I mostly recognize this early laptop from its resemblance to a similar-looking computer in the film 2010. It's up for auction along with hundreds of other old Apple computers. (credit: Julien's Auctions)
If you've been thinking your home or workspace is perhaps deficient when it comes to old Apple hardware, then I have some good news for you. Next week, a massive trove of classic Apple computing history goes under the hammer when the auction house Julien's Auctions auctions off the Hanspeter Luzi collection of more than 500 Apple computers, parts, software, and the occasional bit of ephemera.
Ars reported on the auction in February, but Julien's Auctions has posted the full catalog ahead of the March 30 event, and for Apple nerds of a certain age, there will surely be much to catch your eye.
The earliest computers in the collection are a pair of Commodore PET 2001s; anyone looking for a bargain on an Apple 1 will have to keep waiting, unfortunately.
In the recent philosophical reception of Newton there is an understandable tendency to focus on the inverse square law of universal gravitation. I don't mean to suggest this is the only such focus; arguably his views on Space have shaped -- through the good works of Stein and Earman -- also debates over spacetime theories.
The effect of this telescoping has also impacted, I think, the way in which the debate between the mechanical and Newtonian philosophy has been understood. The former is said to posit a contact model in which contact between very small corpuscles explains a lot of observed phenomena. A typical mechanical philosopher creates a hypothetical model, a machine with pulleys and levers (etc.), that can make observed phenomena intelligible. In the mechanical philosophy, which itself was directed against a variety of Aristotelian and Scholastic projects, efficient causation -- once one of four canonical causes (including formal, final, and material) -- has achieved a privileged status.
The scholarly fascination with the status of action at a distance is, thus, readily explicable because it violates the very model of intelligibility taken for granted in the mechanical philosophy. As Newton notes in the General Scholium (first published in the 1713 second edition of the Principia), universal gravity "operates, not according to the quantity of the surfaces of the particles upon which it acts, (as mechanical causes use to do,) but according to the quantity of the solid matter which they contain, and propagates its virtue on all sides, to immense distances, decreasing always in the duplicate proportion of the distances."
Before I get to the main point of today's post, I offer two asides. First, with its emphasis on hypothetical explanations, the mechanical philosophers (and here I use the term to cover people as diverse as Beeckman, Descartes, Boyle, and Huygens) also exhibit a deep strain of skepticism about the very possibility of truly grasping nature's innards as it were. Spinoza's natura naturans and even Kant's ding-an-sich are the enduring expressions of this strain of skepticism (allowing that Kant is much less a mechanical philosopher). To put this as a serious joke: the PSR is, thus, not an act of intellectual hubris, but a self-limitation of the knower when it comes to fundamental ontology. Second, by showing that there is something wholly unintelligible about the way motion is supposed to be transferred from one body to the other (Essay 2.23.28), Locke, who gets so little credit among contemporary philosophers, had already imploded the pretensions of the mechanical philosophy on conceptual grounds. Okay, so much for set up.
The mechanical philosophers were not so naïve to think that models that relied on mere impulse, matter in motion, could create hypothetical models of sufficient complexity to provide hypothetical explanations of the phenomena. This is especially a problem because the mechanical philosophers posited a homogeneous matter. So that in addition to matter and motion, they posited size and shape not merely as effects of motion, but also as key explanatory factors in the hypothetical models of visible phenomena (this can be seen in Descartes, Gassendi, and Boyle, whose "The Origin of Forms and Qualities according to the Corpuscular Philosophy" (1666), I take as a canonical statement of the mechanical philosophy). So that the mechanical philosophy is committed to privileging (to echo a felicitous phrase by Biener and Smeenk [here; and here]) geometric features of bodies.
Even leaving aside the inverse square law and its universal scope, Newton's experimental work on gravity demolished a key feature of the mechanical philosophy: size and shape are irrelevant to understand gravity. I quote from Henry Pemberton's View of Sir Isaac Newton's Philosophy (1728):
Pemberton (who was the editor of the third, 1726 edition of the Principia) goes on to give Boyle's famous vacuum experiments with falling feathers and stones as evidence for this argument. That is, Pemberton uses Boyle's experimental work to refute Boyle's mechanical philosophy.
Now, in the Principia, references to Boyle's experiment got added only to the (1713) second edition in two highly prominent places: Cotes added a reference to it in his editor's introduction and Newton added a reference to it in the General Scholium at the end of the book. In both cases Boyle's experiment is used as a kind of illustration for the claim that without air resistance falling bodies are equally accelerated and for the plausibility of positing an interstellar vacuum. That is, if one reads the Principia superficially (by looking at prominent material at the front and end), it seems as if Newton and Boyle have converging natural philosophies.
Of course, neither Pemberton nor Newton rely exclusively on Boyle's vacuum experiment to make the point that shape and size (or geometry) is not a significant causal factor when it comes to gravity. The key work is done by pendulum experiments with different metals. (These can be found in Book II of the Principia, which is often skipped, although he drives the point home in Book III, Prop. 6 of Principia.) These show that quantity of matter is more fundamental than shape. And, crucially, shape & size and quantity of matter need not be proportional to or proxies of each other. This fact was by no means obvious, and at the start of the Principia. even Newton offers, as Biener and Smeenk have highlighted, a kind of geometric conception of quantity of matter in his first definition before suggesting that 'quantity of matter' is proportional to weight (and indicating his pendulum experiments as evidence thereof).
Let me wrap up. What's important here is that even if Newton had been wrong about the universal nature of the inverse square law, he showed that the mechanical philosophy cannot account for the experimentally demonstrated features of terrestrial (and planetary) gravity. (So, that the mechanical philosophy is not a natural way to understand Galilean fall.) And this means that in addition to Locke's conceptual claim, Newton shows that the mechanical philosophy's emphasis on just one kind of efficient causation, by way of contact, is not sufficient to explain the system of nature.
What I say here is not surprising to students of Newton. But it's also not really much emphasized. To be sure, Newton, too, accepted a kind of homogeneous matter, but rather than its size and figure, he showed that an abstract quantity (mass) is more salient. Of course, how to understand mass in Newton's philosophy opens new questions, for as Ori Belkind has argued it should not be taken as a property of matter, but rather as a measure.
Last week (recall) I returned a stolen Maupertuis to The Institution of Civil Engineers (hereafter: ICE) Library in London. During my visit, while I was admiring a beautiful copy of the third Edition of Newton's Principia, the librarian, Debra Francis, called my attention to a four page manuscript wedged in the first few pages of this Principia. I very quickly decided that it was probably an eighteenth century manuscript because of the paper, ink, and notation/diagrams which looked familiar. (It's immediately made clear we're dealing with falling bodies.) So, while still in the library I sent pictures of it to Niccolo Guicciardini and then to Scott Mandelbrote, George Smith, and Chris Smeenk. Debra and I spent a few minutes on the manuscript which is in English. But most of our attention was devoted to figuring out the provenance of Principia at ICE. As we now know (recall yesterday's post) the ms was found in the Thomas Young's copy of the Principia.
At this point it would be useful to say why I jumped to the conclusion it was an eighteenth century manuscript and perhaps not insignificant, and why I sent the manuscript to these four scholars. [If you are impatient to find out the big reveal, jump to the paragraph below that starts with: "it turns out"....] For, while I have published quite a bit on Newton, I don't usually spend my time looking at manuscripts and thanks to the internet I barely spend any time in special collections anymore. However, between 1993 and 1996 or so my earliest academic experience involved spending multiple Summers in the Huygens archives in Leiden while George Smith and I were working on our project reconstructing Huygens' empirical argument against universal gravity. At the time I was lucky that Joella Yoder (the world's leading Huygens scholar) often overlapped with me in Leiden, while she was cataloging the Huygens' papers at the Leiden University library. She basically gave me on the job training in archival research. Along the way, and with help of many kind archivists and librarians, I was exceedingly lucky in discovering previously unknown material and rediscovering maps (see here, pp. 93-97 & here, pp. 51-55) important to our argument (the forthcoming paper is archived here).* But while this is rich experience, I wouldn't trust myself to know the difference between, say, a forgery or a real Huygens ms. However, I do know by acquaintance what paper and ink of the era looks like.
Second, I have read the Principia three times. Once as an undergrad in the second semester of George Smith's famous Newton course at Tufts University. Once, but in much less detail, with Howard Stein in graduate school in his course on the history of space-time theories. And then again in great detail with Chris Smeenk when we wrote a Handbook article on Newton's Principia. There are a whole range of diagrams and formulations that are distinctive to the Principia because while Newton was building on the work of others, he was also innovating mathematically in it (or drawing on then still secret innovations). But to simplify greatly, while Newton's methods, results, and theories shaped subsequent research, Newton's notations and his presentation of the material are rather distinctive (and were displaced within a century); it has its own vernacular. To give a very low-level example: in Newton the second law is a proportionality (and not an equality such as F=ma). And again, because I rarely work with the Principia (and, as historians of physics go, a below average mathematician), I wouldn't trust myself to identify a passage with any particular proposition of the Principia without double checking a few times.
Now, Niccolo Guicciardini (Milan) is a historian and philosopher and a specialist on Newton's mathematics (and physics!) and who also has deep knowledge of Newton's manuscripts. He is also very generous with his time, and he does not make one feel silly if one reveals one's ignorance. (He was an important interlocuter to me when I developed my interpretation of Newton's philosophy of time and then again, when I responded to Katherine Brading's excellent criticism [see also here] of it.)+ So, he was the first person I thought of. But, as I reflected on what I had seen, I figured it might be useful for somebody to be able to visit the ICE library to inspect the manuscript in person in London. So, that's why I thought of Scott Mandelbrote in Cambridge, who among his many other intellectual virtues, is one of the leading scholars of Newton's manuscripts, including the paper, watermarks, (etc.). And I sent it to Smith and Smeenk because I hoped they would get a kick out of it, and I figured they might recognize the material that's being discussed in the manuscript much more quickly than I would.
Much to my joy Niccolo almost immediately responded to my email. And rather than pointing out my obvious mistake -- 'why bother me with this juvenilia; clearly a school boy exercise; didn't you notice the 19th century notation?' -- he wrote me back to congratulate me on the manuscript which was previously unknown to him. He then went on to say, "I might have seen the hand before … intriguing indeed." And at that moment I knew the story of 'my' stolen Maupertuis would have an interesting afterlife. In a subsequent email he warned me that was not sure about identity of the author and also that it may take a while before he would get back to me due to a family holiday. Okay, so much for set up.
It turns out that Guicciardini and Mandelbrote almost immediately set to work to identify the author, and they are so confident of the author's identity that Niccolo has informed the ICE library of it on March 1. <Drumroll, please.> They think the hand is Henry Pemberton’s--the editor of the third edition! Now, there are not many known manuscripts by Pemberton. But, as I learned from Niccolo, he has a very distinctive way of writing "this." You can see this on p 2 of the manuscript that I have reprinted below and compare it to a letter by Pemberton to Newton (9 February 1725; Cambridge UL, MS Add. 3986.7, fol 1r-1v) that Niccolo shared with Debra Francis and myself.
So, let's connect some dots. The manuscript is in the hand of Henry Pemberton (1694 – 1771), who was the editor of the third edition of the Principia--that is the version of the copy that Tomas Young owned and that was donated to ICE library. So, this leaves some open questions:
A neat, perhaps too neat, hypothesis is that ICE library actually owns Pemberton's own copy of the edition of Principia that he edited. And so that Pemberton himself inserted the manuscript in his copy of the Principia. This would at least explain how the manuscript ended up in the ICE library copy without having to posit a complex further web of linkages. However, we know that mathematical manuscripts circulated through the eighteenth century. (Well I did not know much about that, but Niccolo reminded me.) And it's also possible that the Pemberton manuscript and Thomas Young's copy of the Principia were brought together by Young himself.
2. Did Young ever use the Ice Libary Pemberton ms.?
3. What are the contents of the ICE library Pemberton ms.? About this more soon.
4. And can the contents help explain why Pemberton wrote this ms.? As we shall see, this will lead us to some outstanding historical puzzles and some major intellectual controversies. Stay tuned!
*Pro tip: befriend the retired archivist who happens to be in the library with you.
+Somewhat oddly, the Wikipedia page of Guiccardini does not mention the Sarton Medal he received in Ghent in 2011/12!
Last week (recall) I returned a stolen Maupertuis to The Institution of Civil Engineers (hereafter: ICE) Library in London. During my visit, while I was admiring a beautiful copy of the third Edition of Newton's Principia, the librarian, Debra Francis, called my attention to a four page manuscript wedged in the first few pages. The manuscript was in English and seemed to be written by somebody familiar with the mathematics of the Principia. It looked 18th century to me. So, while still in the library I sent pictures of it to Niccolo Guicciardini and then, separately in a joint email, to Scott Mandelbrote, George Smith, and Chris Smeenk.
As I noted, the copy of the Principia is part of the Telford collection that originates the library and was donated by a MR. Young in 1840 (as a plaque inside the book reveals). You may recall that in my original post, I remarked "I immediately tried to remember Thomas Young's dates." Of course, I quickly googled these (1773 – 1829), and left it aside.
Most of my own original thoughts were about the author and contents of the manuscript, especially because I could tell Niccolo was excited to receive it. More about that soon.
After a visit to the vault (which did not contain the paperwork we were looking for), I left the library with a promise from Debra Francis to track down the provenance of 'Mr. Young's Principia.' Today she reported back to me. Well, hold on to your seats, because it's a banger:
This is from the Minutes of Proceedings of the Institution of Civil Engineers, Volume 1, p. 11 (see here).
Thus, it seems pretty clear that this is referring to the Thomas Young, who indeed had a brother (and nephew) called Robert Young who seems to have survived him (and seems to have died around 1850). So, the plot thickens. And in my next installment we'll return to the manuscript, its author, its contents, and, of course, how it ended up in Thomas Young's personal copy of the Principia. For Niccolo had a hunch about that, that's turning out to be very fruitful...to be continued.
Actually, the story starts with me buying a copy of Maupertuis' (1738) La figure de la terre at auction online. I am a modest rare book collector; my principle of collecting is 'works that intersect with my scholarly research in neat ways' (all other things being equal, which is not always -- <think of prices> -- the case). So that means that unlike many collectors, I am not always after the first edition of a work and do not mind copies that show sign of some scholarly use (which also means I can afford them more easily).
Now, my first scholarly projects starting with George Smith were on the Huygens-Newton debate over universal gravity and the shape of the Earth, and the measurements that settled it. Maupertuis' measurements in Lapland -- the title page of the 1738 work prefers 'polar circle' -- were part of the evidence that helped resolve the debate. While others (Maglo, Terrall, Shank, etc.) would publish with more detail on La Figure, I used this work by Maupertuis to make some modest, albeit distinctive claims about the philosophical particulars of Adam Smith's History of Astronomy.
The pictures of the lot suggested a very clean copy, but one with a modern binding. Much to my surprise the bidding for it remained relatively calm even in the final minutes. And so for under 500€ (generally the most I am willing spend on a rare book) I was the proud owner of a work that is a joy to read, has an interesting story, and that shows up in non-trivial places in my own scholarship. I was elated! The seller sent it off with tracking, and the book arrived after a few days. I had last held a physical copy in my hand over twenty years ago in Chicago (presumably at the Newberry library, but I just noticed there is also a copy in Regenstein so maybe there).
After opening the package, I opened the book and I had my first modest disappointment. The neat map I remembered at the front of the book was not there. My spirits started to deflate, but after looking through the book I found it at the back. (See here for a picture of the map at Gallica.) Interestingly enough, the copy of the English translation in the British Library, which seems to be one used by Google to scan it also has the map in front, whereas the French version has it in back (but the reproduction is badly done)! So, I wondered if I had misremembered and had only looked at the English translation. More on this below.
However, when I started to look through the book more slowly I had a true shock. There was an impressive library stamp on the page facing the frontispiece with "The Institution of Civil Engineers" and an address at "25 Great George Street, Westminster" in London. (See the picture below this post.) Now, I have bought books at auction before that had impressive library stamps in them. I always do due diligence before I bid and check out the provenance. Usually I find that the book had belonged to a seminary or school library that had closed or merged. Most sellers show a library stamp in the pictures that the seller usually supplies in auction. How could I have missed this?
I went online to check the lot I had bought and to my shock there was no picture of the stamp! I then went online to look for the Institution of Civil Engineers library, and found an impressive website, which suggested the library was flourishing although it had moved a few doors down. I checked the catalogue and it showed a copy of the book I was holding in my hand. At that moment, I realized I had almost certainly a stolen book in my hands (although part of me hoped they had sold off a duplicate).
I knew I had to move quickly, so I immediately wrote the auction house with my suspicion (so that they would keep my payment in escrow). (It was Friday afternoon after hours for the auction house so I knew I would not hear back before Monday at the earliest.) I then contacted the seller/dealer through the auction house message system in France; he responded quickly but in a dismissive fashion. (I return to that below.)
I decided to call the ICE library. The person who picked up the phone was a librarian, Debra Francis. I quickly explained the situation. It turns out the ICE library is supposed to have two French copies of La Figure (one part of a special collection). While we were talking she established one of these copies was missing. I was not surprised, I was holding it! At this point I knew the book had to be returned, but I was not wholly eager to take the loss. So, I gave her my yahoo email address, but little else info about me.
However, it was time to be more assertive with the seller. In our online interactions he revealed that he had bought the book a few months ago at another (reputable) auction house, and that these would have been cautious about provenance. (I was stunned how little he paid!) I decided to call the specialist listed on their website. I explained the situation to him, and after some back and forth he explained that the book was bought through an intermediary as part of a much larger estate of a deceased book-dealer. So, now I knew that my seller was not himself the thief or an accomplice in selling on stolen goods, and that the book was probably missing at least since 2020 or so. (My seller had merely looked the other way downstream.) The member of staff of this auction house told me they were insured against this kind of thing. So, I decided that my seller could probably get his money back there.
By monday, after some further communication between us, my seller agreed not to accept my money if I returned the book to the library in London. And much to my relief my auction house agreed to this approach provided I would supply them with pictures of the stamp and of the book, as well as a letter of the ICE library and me handing it back. I contacted my new librarian friend at ICE, Debra Francis, and she was eager to facilitate this.
So, this morning I went to the lCE library right next to Parliament. I was stunned by how beautiful it was. And I was welcomed by Debra, who decided to give me a grand treat. First I was given a tour of the library and told its history. I was shown some of the special collections. And then we did the hand-over. But as we did the hand-over she showed me the copy of the 1738 La Figure from their special collection. It was much less pristine copy of the book than 'mine' that I was returning. But as we opened it, it did have the map on the facing page of the frontispiece just as I had remembered!
For some reason this cheered me up greatly. In part, because it created a new puzzle why did some copies have the map in front and others in the back? (And more interestingly, which one was the original and which on the possible bootleg?) I have done a modest survey online today some seem to lack the map altogether, but other library copies do have the map and there is no clear pattern whether it's in front or in the back of the book.
Now, while Debra Francis was correcting some infelicities in the letter she had made out to my auction house, I had a chance to inspect the box with the original holdings of the library donated by (if I am not mistaken) Thomas Telford. Most of the books were clearly engineering specific. But my heart started to flutter when behind the glass I saw a copy of the Opticks. Judging by its tattered spine an original fourth edition. When my librarian friend returned we opened the case and it turned to be a fragile copy of the third edition.:) [See picture below.] She had a quick peek in the catalog and informed me there should be more Newton holdings in the case. I scanned the list, and then looked more closely in the case, and immediately spotted a posthumous edition of Newton's work on fluxions. At this point, I had forgotten my misery over the Maupertuis and switched into scholar, teacher, and collector mode and started to pontificate on the significance of these holdings. Then I stopped mid-sentence, I had spotted the Principia!
When she took it out it was a pristine copy of the third edition donated by a Mr. Young in 1840. I immediately tried to remember Thomas Young's dates. I don't think I have ever held a third edition the Principia (the last one published during his life). Despite my excitement I was a bit sad there were no marginalia. However, as I was ruminating over this Debra Francis called me attention to a four page manuscript wedged in the front pages of the book. I have reproduced the first page below. (It's in English and fairly easy to follow.) I immediately took pictures of the whole manuscript and sent them to the great Niccolo Guicciardini to see if he could identify the author.
At this point my host invited me down to the basement where the members registry is held to see if we could identify which Young had donated the copy of the third edition of the Principia. (It turns out the relevant copy of the registry is in storage.) As it happens the basement office is next to the vault, and I could not resist an offer of a tour of it (including learning the escape route on the other side of the vault). For, it turns out that the library has a special collection which houses just about every important book published in the 17th century on clocks and finding longitude. So, for the next half hour I geeked out and excitedly explained the significance of each book I recognized to my patient host. And I was also struck by the presence of some works wholly obscure even to a specialist. By the time I left, I forgot to send the materials to the auction house because I was thinking of new research projects.
As Sam James’s debate with the great John Pocock showed, there are very special problems attendant on writing the history of the present, because you’re going to be writing about people who can answer back. I mean, I never had the problem that, when I explained the precise ideological orientation of Hobbes’ political philosophy, Hobbes will be able to publish an article in which he rubbished what I had said. But this, of course, was what John Pocock sought to do in this particular case. I’m not going to try to adjudicate; I thought that Sam James’s work was wonderful, and very challenging.
Perhaps because when I was younger I was rather polemical toward Quentin Skinner's methodological (and interpretive) historiographic positions an unusual number of people called my attention to the interview with Skinner I have partially quoted above. I had little interest in reading the interview because Skinner has been interviewed rather frequently, and by people who don't really challenge him. But because so many people suggested to me I should read it, I decided to take a look. Somewhat predictably it has triggered a new round of polite disagreement in me.+
I am happy I did so because the interview is fascinating; in it we learn a lot about the origins and development of the Cambridge Texts series that shaped how multiple disciplines could teach the past and how scholars could research it. In addition Skinner says insightful things on the frequently self-deceptive nature of autobiographical writing. And -- the piece has a lot of riches --for people who have just come to the Cambridge school he makes some helpful claims about its intellectual roots of it in twentieth century philosophy.* Go read the full interview yourself!
Now, the paragraph I quoted from the interview occurs in the context of a question about a debate between Samuel James and Pocock about Pocock's "earlier work." Somewhat oddly, during the interview with Skinner it is never stated that James is denying the purported unity of the Cambridge school (concluding there are at least two "strands" if not two "enterprises"). As it happens this is a topic that has already been broached during the interview because Skinner had already stated, "I don’t think it’s helpful to suppose that there’s a Cambridge School." And while there is a way to parse Skinner's claim that makes it distinct from James' argument it is quite at odds with Pocock's own claim (reiterated in response to James) to have helped lay the foundations for the Cambridge school that (on Pocock's telling) was invented by Skinner in his famous (1969) essay! That is, Skinner has already denied the terms of the debate between James and Pocock, so, if Skinner is right, there is no need to adjudicate it. There is, if one presses on this topic, much more such comedy running through the interview (not the least the status of Skinner's utterances on the nature of the Cambridge school in light of the "very great difficulties" diagnosed by himself.) Perhaps, I'll return to that some time.
But my present interest is in the status of a general hermeneutic that seems to be applicable in all circumstances. Now, what is striking and highly revealing in Skinner's formulation of such a hermeneutic, is that "The goal of the historian, as I’ve been talking about this figure, is to show the contingency of the questions that are raised in the history of philosophy." I leave aside the really tough question whether a general hermeneutic is really possible. Although to note skeptically that it reminds me of the hope that methodologists of science once had to discover a logic of induction or a general methodology of science.
Rather, here I focus on the oddity to posit this ["the contingency of the questions that are raised in the history of philosophy"] as the goal of any historian let alone the historian of philosophy for at least three reasons: first, shouldn't the purported contingency of the questions be established by historical enquiry and not be presumed? I don't deny that sometimes, perhaps often, this is a conclusion of historical research. Some historians allow us to celebrate such continency (think of Daston, Justin Smith, etc.). However, even if one denies that there are eternal questions, it is still possible, say, that bits of philosophy are institutionalized as authoritative in a context (think Aristotle and Thomas in the Catholic Church, or Mencius in the Chinese bureaucracy, or Buddhism in the Ashoka empire and its aftermath) that then shapes centuries of fairly constrained enquiry,
One need not be a structuralist to see that if one posits a trade-off between population and luxury spending (as Socrates does in the truthful city) the modeling space is highly constrained even if there are huge technological and demographic changes (as Malthus noticed). Fill in your own example. I put it in terms of types of models because it is far more likely that there is going to be continuity between or rediscovery of those, even though the tokens have all kinds of external commitments unrelated to the trade-off under issue. That may sound like cheating, but often later authors (not just Malthus, but also Thomas More, Francis Bacon, Berkeley, Smith, and Mill) explicitly refer back to Plato's version.
Back in 1969, Skinner linked the denial of the sameness of questions to the impossibility of learning from the purported "solutions" of past thinkers to our (perennial) questions or the ones we put to them. Fair enough. But this criticism cannot be directed at the idea that Plato's solutions (birth-control, enhancements, different property arrangements) are very much still explored in much greater depth in these types of two-factor models. (Not that I want to turn you into a population ethicicist or an anachronistic political economist.)**
Second, shouldn't the historian of philosophy, especially, be allowed to focus on other goals (e.g., what happened, why did it happen, how did we get from then to now, which arguments are worth a second look, etc.)? I don't mean to be exhaustive here. There are a plurality of goals in the pursuit of historical enquiry as such and also in the history of philosophy. In a lot of these, the question of contingency may arise only side-ways.
Of course, I don't mean to deny -- in fact it is highly salient -- that Skinner's position is articulated in, and received some of its plausibility from, the historical aftermath of what was thought to be the demise of the principle of sufficient reason (which is highly intolerant of contingency). This demise was marked by Lovejoy's Great Chain of Being and Russell's rejection of the PSR (alongside Bradley's idealism). But if historical fortune shifts, and the PSR is re-animated (as Della Rocca argues) then it's foreseable Skinner's approach will seem just special pleading.
Third, there seems to be an unstated assumption that if we understand a question in its proper context, it's contingency is revealed; but this, too, presupposes what needs to be argued or shown. Why can't the original context reveal that a certain question was over-determined? Once Hershell discovered the first binary star system and that they obeyed Kepler's laws, it was pretty predictable that questions about the nature and mechanism of action at distance would be re-openend. Of course, this debate was constrained by new theories and conducted in terms that were more mathematized than earlier versions. Even if one allows, as I do, genuine incommensurability between scientific theories, the continuity of and refinement in evidence creates the possibility of asking questions that are overdetermined and that are, in a certain sense, continuous with each other even if particular at a time.
Skinner also seems to be claiming, in addition, that if the questions are contingent then it follows that the concepts used in answering them, including our own, will also be contingent. (I infer that from his implied claim we have to see our "own concepts as having the same kind of contingency.") But even if one grants that the questions philosophers have asked are contingent, it does not follow that the conceptual structure that are part of the answers to these questions are contingent. After all, given certain starting point X -- that, let's stipulate is contingent -- what follows from X, namely the answers or concepts Y, can be a kind of hypothetical or conditional necessity. And it would be odd to call Y 'contingent.' Certain questions can have only a narrow range of answers, not the least because earlier folk can shape the manner of later uptake.
Skinner is, thus, naturally read as claiming that his general hermeneutic is callibrated to show that all philosophical questions and answers are contingent. In fact, in the interview this is the view he attributes to Collingwood (something already present in Skinner's famous 1969 essay) as follows:
[Collingwood] and his numerous followers always insisted that the history of philosophy, and perhaps especially of moral and political philosophy, should be written as an account, not of how different answers were produced for a set of canonical questions, but rather as a subject in which the questions as well as the answers are always changing, and in which the questions are set by the specific moral and political issues that seem most salient, most troubling, at different times — and they will continually change and people will continually find that the pressures of their societies are operating in such a way as to raise new questions.
This is indeed Collingwood's view in the Autobiography. The only sameness that Collingwood allows there is the process that gets one from one question to the next answer. But in Collingwood the claim is linked explicitly to a metaphysical claim, which is simultaneously a claim about metaphysics: that at any given time metaphysics just is what people "believe about the world's general nature" and the history of such beliefs. In fact, the whole Autobiography is almost a carricature, albeit an highly entertaining one, of late historicism. Back in 1969, Skinner Himself granted that it was "excessive" because according to Collingwood (and now I quote Skinner 1969): "we cannot even ask if a given philosopher "solved the problem he set himself.""
Such historicism (and its valorization of the creative and wholly ideosyncratic genius lurking in it) may be true, of course, but it is odd to think that it can be safely presupposed in one's general hermeneutic today. Skinner himself is, of course, much more cautious than Collingwood and, as far as I know, does not rest his own case on such historicism or such claims about metaphysics. But once we remove it from this wholly skeptical position that only a history of beliefs is possible and no knowledge (not even partial of the world's general nature) there is really not much to say on behalf of the idea that "there are only individual answers to individual questions."
But -- you can probably see this coming a mile away -- while Collingwood's 'logic of question and answer' is fully intelligible, even anchored by, and part of a whole cloth that involves such a historicism (including commitments to the unity of epochs and cultures, the denial of the PSR, etc.), in Skinner it is just special pleading. While I will not assert that one's hermeneutic is always beholden to one's metaphysics -- if that were so no historical understanding would be possible --, it should also not be the case that one's hermeneutic settles metaphysical questions by fiat.
Without Collingwood's broader metaphysical commitments, Skinner's focus on contingency seems arbitrary. That is, somewhat paradoxically, the general hermeneutic is itself best understood as more informative of the commitments of the Skinnerite historian, perhaps even revealing of Skinner's unwritten autobiography, and so best applicable to the recent present than the past.++
+Yes, I am mellowing. Also, Skinner has charmed me. It's much easier to be polemical with a person you have never met or who can't talk back, then someone you may run into at the British Liberary.
*There is one oddity: Skinner says that "Straussianism was, and is, in the United States the prevailing way of approaching texts in the history of moral and political philosophy. " I really don't think that's right anymore, if it ever was so.
**In the piece Skinner endorses Annabel Brett's idea that the historian, in the present, can be position "precisely as an outsider, a critical observer or reporter" who can unmask and bring to light the ideological slant of what is reported/found. Whether these types of models are ideology or something else is certainly worth asking, perhaps even necessary to ask; but the stance of an outsider is one of many a historian of philosophy can occupy.
++I don't think any of this criticism undermines Skinner's works on the past.
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