https://www.academia.edu/127441772/Jules_Verne_et_la_binarisation
Henri
Habrias
Henri.habrias@univ-nantes.fr
Jules Verne and Binarization
Preliminary Note
We
hesitated over the title of this paper. The English word “digital”
is usually translated into French as numérique. However, what we
wish to discuss here is the representation of information by
positions that take their values from a set containing only two
elements. We therefore ultimately preferred the term “binarization.”
We did not follow Hetzel’s advice to Jules Verne: “Avoid
neologisms at the beginning!”
Introduction
The word ordinateur was coined in 1955, following a consultation by IBM France with Jacques Perret, professor of Latin philology at the Sorbonne (he had referred to God as “the great ordinateur of the universe”). The word informatique was invented in 1962 by Philippe Dreyfus. The latter, former director of Bull’s National Electronic Computing Centre, used it to name a new company, the SIA (Société d’Informatique Appliquée). The Académie Française provided an official definition in 1966. At the time, the adjectives “numérique” and “binaire” were hardly ever used.
I remember buying, in 1969, a small book published at the time about calculating machines. The author presented the alternative: analog versus binary. This was the period when, at the Conservatoire des Arts et Métiers, there was an exhibit (which I never saw and could not verify from one of my professors’ accounts) of a machine that simulated the French economy using flows of liquid, valves, etc. Whether digital or analog would prevail was by no means obvious to the author of our little book.
Michel Serres noted that Jules Verne had neither invented nor foreseen anything from a technological point of view. When Jules Verne imagined inventions for a particular purpose, the future has most often shown that the purpose was not achieved using the techniques of his time. The journey to the Moon did take place, but not with a projectile fired from a cannon.
Following the publication of Paris in the Twentieth Century, it was written that Jules Verne had invented the computer.
We
wondered whether Jules Verne had been visionary with regard to
computing and, more precisely, whether he had perceived the
development of binarization.
We
compiled a list of inventions prior to and contemporary with Jules
Verne that might have led him to foresee the future development of
binarization, and we examined Jules Verne’s works.
This is
what we present here.
“Identifying these significant emergences and their essential connections with the fields of computing and communication technologies (radio, internet, streaming, etc.) (…) we could see in these hypotheses the realization of adventures already described and imagined by Jules Verne, when he depicts the first electroacoustic concert in 1863 and the first networked concert in 1875, following the scientific discoveries of Caselli (Pantélégraphe, 1859), David Hughes (the telegraph with a piano interface, 1859) and Elisha Gray in 1874 with his musical telegraph that enabled the first remote musical experiment in Philadelphia: the pianist Frederik Boskovitz played simple melodies on the keyboard and the music was immediately transmitted to New York (this experiment is very close to the one described by Jules Verne in his lecture at the Amiens Academy, entitled Une Ville Idéale), and this well before the application of Clément Ader’s Théâtrophone in 1881” (citing Une Ville Idéale of 1875 and Paris in the Twentieth Century) (http://collectivejukebox.org)
A
Brief History of Automatic Computation, Communication, and Their
Surroundings in Jules Verne’s TimeIn the 16th century, Francis
Bacon invented a code for encrypting diplomatic messages: binary
encoding.
Around 1623,
Wilhelm Schickard built an adding machine that he described in a
letter to Johannes Kepler.In 1642,
Blaise Pascal built the Pascaline, later improved by Leibniz, who
added multiplication and division.
In 1673,
Gottfried Wilhelm Leibniz built a mechanical calculator (called the
Stepped Reckoner) using a drum with unequal teeth. The mechanism
consisted of an adder (like the Pascaline), a precursor of the
carriage used in future office machines, and a crank to move a
notched wheel. Leibniz’s fame stems more from his invention of
differential and integral calculus and his refinement of binary
arithmetic. He advocated the use of binary notation for calculations
(“Explanation of Binary Arithmetic with Remarks on Its Utility and
on the Meaning It Gives to the Ancient Figures of Fu Xi”). Leibniz
imagined a “cylindrical grammar” that would provide all the
theorems belonging to a given formal system. We know he wanted to
design a “universal characteristic” (“This is the main goal of
that great science which I am accustomed to call Characteristic, of
which what we call Algebra is only a very small branch. For it is to
words what the Characteristic is to languages, letters to words,
numerals to Arithmetic, notes to Music; it is what teaches us the
secret of fixing reasoning and forcing it to leave visible traces on
paper in a small space, so that it may be examined at leisure. It is,
finally, what allows us to reason at little cost by putting
characters in place of things, thus unburdening the imagination”)
to reduce logical operations to calculation.In 1775,
Charles Earl Stanhope’s machine (the inventor, among other things,
of the entirely metal printing press that would multiply daily output
tenfold) performed multiplications and included a carry-over system.
Stanhope’s demonstrator (1777)
could handle syllogisms using Venn diagrams.
In 1730, Falcon
considered using punched cards for the loom.
It was in 1805
that Joseph-Marie Jacquard applied Falcon’s principle and invented
the automatic loom programmed by punched cards. The punched card is
the visible manifestation of binarization.In 1800,
William Crooke invented the cathode-ray tube.
In 1822,
Charles Babbage built the prototype of his Difference Engine (a
calculating machine based on finite differences), then conceived his
Analytical Engine, which was to be programmable. It was to include a
mill (to process numbers) and a store (where numbers, including
intermediate calculation results—the working memory—were kept),
made of wheels and gears. Instructions were entered via punched
cards. Lord Byron’s daughter, Augusta Ada King, Lady Lovelace,
Babbage’s pupil and later collaborator, was the first programmer in
history: she wrote programs for Babbage’s machine. She introduced
the iterative structure and the term “algorithm” in honor of
Al-Khwarizmi. This machine was never built, whereas the Difference
Engine, in a revised version, won a gold medal at the 1855
Paris Exhibition. However, Babbage’s son Henry P. took up the work
and, starting in 1880,
began building part of the machine. In 1910
he
completed the assembly of part of the mill (the processing unit) and
the printing mechanism. Independently of Babbage, the Irishman Percy
Ludgate designed a universal machine described in 1909
with original solutions such as subroutines on program cylinders,
program and input/output on perforated tape, and operator commands
via keyboard (commands that could also be entered on perforated
tape).Punched cards were used by Hollerith’s machine, designed to
speed up the processing of data from the 1890
U.S. population census.
In 1829,
Charles Xavier Thomas, former army commissioner during the Spanish
War and then director of the insurance company Le Soleil, developed
his arithmometer, which he presented at the 1855
Exhibition; 1,500 units were sold between 1823 and 1878, 40 % of them
exported.
In 1831,
Joseph Henry demonstrated the possibility of transmitting messages
over a distance using only a current source, a switch, and an
electromagnet (the first one he built). He invented the electrical
relay for telephony. In 1893
his name was given to the unit of inductive resistance.
In 1837,
Samuel Morse (cited by Verne on the first page of A Day in the Life
of an American Journalist) created his telegraphic code.
In
1843,
Alexander
Bain filed a patent for an “autographic telegraph.” Images were
broken down line by line into black and white segments and
transmitted in Morse code.
In 1854,
George Boole published The Mathematical Analysis of Logic.
In
1854, Charles Bourseul stated in L’Illustration what would become
the principle of the telephone.
In 1856,
Abbé Giovanni Caselli invented the pantélégraphe, the ancestor of
the fax, which could transmit the sender’s autograph (and of course
drawings, plans, etc.). It is described in the Traité de physique
élémentaire by Dion and Fernet, published by Masson in
1883.
Caselli solved the synchronization problems between transmitter and
receiver. After a first experiment between Paris and Amiens in 1860,
it was used on the Paris–Lyon–Marseille line. It could transmit a
26 cm × 11 cm manuscript in 20 minutes. In 1893,
Christophe, in La Famille Fenouillard, also mentions the device. A
planned experiment in Beijing (which would have solved the problem of
transmitting ideograms) came to nothing, and it was the Japanese who
popularized the fax! (http://www.miracle.qc.ca)In
1859,
Joseph Farcot improved Watt’s ball governor and invented the
servomotor and feedback. A similar device was invented by John
McFarlane Gray in England at the same time.
In 1860,
Philipp Reis built and marketed his “telephone,” which could
transmit musical sounds but not speech.
In 1865,
Claude Bernard demonstrated the importance of feedback in
physiology.
In 1867,
Christopher Latham Sholes improved John Pratt’s machine and
invented the typewriter; the patent filed in 1868 was sold to the
gunsmith Remington & Sons.
In 1869,
W. S. Jevons (chemist, economist, logician) built a logic piano for
teaching Boolean logic. Logical expressions were entered via a
keyboard and the Boolean result was displayed.
In 1876,
Alexander Graham Bell successfully transmitted a sentence.
In
1877,
Thomas A. Edison developed the first carbon microphone. What can be
considered the first French telephone exchange was installed at the
end of the same year in Paris (Frédérick Gower’s system). He also
invented the phonograph and the electric lamp.
In 1878,
David Hughes invented the microphone made of cylindrical carbon rods
(cited by Jules Verne on the first page of Paris in the Twentieth
Century).
In 1879,
Clément Ader created the first French vibrating-plate devices. The
Théâtrophone was born from telephone retransmissions of
performances.
In 1880
the Société Générale des Téléphones was founded. In 1889 the
state telephone monopoly was created.
In 1886,
Charles Peirce (inventor of truth tables) and Allan Marquand
(engineer, who built a machine in 1881) had shown that Boolean logic
could be implemented with electrical relay circuits. This was later
taken up by Claude Shannon in 1937.
In 1878,
Ramon Valea invented a calculator with an internal multiplication
table.
In 1884,
the comptometer manufactured by Dorr E. Felt was the first keyboard
adding machine that allowed all the digits of a number to be entered
at once. It remained in use until the early 20th century.
In
1884 the NCR (National Cash Register) was founded.
In 1889,
Léon Bollée’s multiplier (inventor of the first gasoline
automobile and organizer of the first 24 Hours of Le Mans) used a
Pythagorean table in the form of pegs and metal plates. A single turn
of the crank was enough to perform a multiplication. It won the gold
medal at the 1889 Paris Universal Exhibition.
In 1892,
William Steward Burroughs manufactured a calculating machine and
obtained the first American patent for such a device. He also
invented the cash register.
In 1895,
Guglielmo Marconi conducted the first radio-transmission
experiments.
It was in 1896 that the TMC was born—one of the
founding companies of IBM.
Jules Verne’s References
In A Day in the Life of an American Journalist in 2889, published in English in 1889 in the American magazine The Forum, Jules Verne presents a “telephotic line” that allows journalists to have a live view of events. Delayed viewing is also possible using montages of past scenes. Nothing is said about the technology (analog or digital).
We
also learn that when the journalist wants to stop the accounts of his
newspaper, he uses “the progress of modern mechanics,” the
“electric piano-counter.” Jules Verne speaks of “mechanics,”
not of “logic.”
In the posthumous work, a youthful work by Jules Verne published in 1998, Paris in the Twentieth Century (1863), he writes:
“There
was a long way from the time when Pascal built an instrument of this
sort, whose conception seemed so marvellous then. Since that time,
the architect Perrault, the Earl of Stanhope, Thomas de Colmar,
Mauret and Jayet have brought happy improvements to this type of
apparatus.” (p. 68). Further on he mentions Lenoir’s machine,
Wheatstone’s telegraphic system, and Caselli’s “photographic
telegraphy.”
Jules Verne does not address the underlying theory of the machines he stages. He is interested in the functions of the machines.
The Two Approaches to Automata
The
theory of automata (Dominique Perrin, Les débuts de la théorie des
automates)—an abstract model of a machine that has states and
transitions between states. From a state s1, reading a symbol e moves
to a state s2—dates only from the beginning of the 20th century. It
is often considered to begin with the publication of S.C. Kleene’s
article in 1956, in which the equivalence is established between what
are now called “regular languages” (or “rational languages”)
and “finite automata.” Every computer science student must have
Kleene’s theorem in their first-year baggage.Kleene wrote his
article following a request from the Rand Corporation. He was to
study a 1943 paper by W. McCulloch and W. Pitts that introduced what
would later be called neural networks.
In fact, two approaches
were taken. In the more concrete one, we have a network whose nodes
perform transformations (one may think of the Saint-Simonian
networks, the electrical network, the telephone network so important
to Jules Verne). In the 19th century the theory of electrical
circuits was developed (Gustav Robert Kirchhoff). In the other,
states are an abstraction. In terms of R. Milner’s modern theory of
“communicating sequential processes,” a state is seen as a
possible behaviour (a regular expression) when one is in that state.
Evelyne Barbin has shown that historically logicians such as Kleene
followed the first approach, while engineers followed the second.
The Map and the Territory
We have not found in Jules Verne’s writings any premonitions of automata theory, which is the foundation of theoretical computer science.
For the logician, the territory is a model of the map. The map is a formal object, a mathematical structure. “Assuming one specifies the number or nature of the elements, the nature of the operations, the model of the said structure appears.” Michel Serres, in a lecture he gave in Nantes in the late 1970s, illustrated this concept with an analysis of La Fontaine’s fable “The Wolf and the Lamb.” He explains different models of the order structure (stronger-weaker, biological model, upstream-downstream, spatial model, parent-child, genealogical model, etc.).
Jules Verne made extensive use of the network metaphor. But he does not appear to have perceived the abstraction/reification that is modeling. He remained with the first approach to automata mentioned above.
Conclusion
It seems to us that we can corroborate Michel Serres’ statement. Jules Verne did not invent the computer, nor, more generally, digital calculation. We cite Verne’s contacts with specialists in ballistics, geography, chemistry, physiology, natural history and mining. But not with those in the fields we have mentioned in this paper.
We belong to the generation that devoured Verne (in digest form!) in the Bibliothèque Verte books, until the day we discovered the Hetzel re-editions. We are far from having read the immense corpus of Verne (Jules Verne texts website: http://jv.gilead.org.il/works.html) (Jean-Pierre Picot, Jules Verne, pour un centenaire, Revue Europe, Jan.–Feb. 2005, issue devoted to Jules Verne)! Perhaps Vernians will tell us where, in Verne’s works, they recognize the scientific and technical discoveries that implement digitalization.
Thomas
Watson Jr., son of IBM’s founder, estimated in 1950 that the market
for electronic computers would need only 18 machines!
Sales
executives of large companies had announced that seven computers
installed around the world would be enough to meet total demand for
computerization. The future founder of Intel claimed there was no
room for more than four computers in the world.
Who will cast the first stone at Jules Verne for not having foreseen, in his time, the tidal wave of binarization?
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