Eco: Beck and Becher

by Esteban

Cave Beck, The Universal Character, London, 1657

Cave Beck (1623-1702), The Universal Character, London, 1657. An eBook available on GoogleBooks, The Universal Character proposes a universal language based on a numerical system consisting of the ten Arabic numerals up to 10,000 combinations long, which was considered sufficient to include all words in common usage. As each word was assigned a unique number and the number was the same regardless of language, words ended up unmanageably long. This work is in the public domain in its country of origin and other countries and areas where the copyright term is the author’s life plus 100 years or less. 

“In 1657 Cave Beck had published The Universal Character, by which All the Nations of the World may Understand One Another’s Conceptions, Reading out of one Common Writing their Own Mother Tongues, presenting a project which was not so different from Kircher’s. Here is an example from his system:

Umberto Eco, The Search for the Perfect Language, p. 201.png

Umberto Eco, The Search for the Perfect Language, 1995, p. 201. 

The numbers specified nouns and verbs, p stood for the personal pronoun, second person, with pf as the feminine form (which permits one to use the same term, 2477 = “parent,” in both cases); leb indicated imperative plural.

Beck tried to turn his pasigraphy into a pasilaly as well, that is a system of universal pronunciation. Thus the above sentence was to be pronounced leb totreónfo pee tofosénsen and pif tofosénsen.

The only difficulty was that, in order to pronounce the sentence, one had to memorize the whole dictionary, remembering the right number for every word.

In 1661, two years before Kircher’s Polygraphia (but some of Kircher’s ideas had circulated in manuscript form since 1660), Joachim Becher published his Character pro notitia linguarum universalis (sometimes known under its frontispiece title of Clavis convenientiae linguarum).

Becher’s project was not unlike Kircher’s; the major difference was that Becher constructed a Latin dictionary that was almost ten times more vast (10,000 items). Yet he did not include synonyms from other languages, expecting the accommodating reader to make them up for him.

As in Kircher, nouns, verbs and adjectives composed the main list, with a supplementary list of proper names of people and places making up an appendix.

For each item in Becher’s dictionary there is an Arabic number: the city of Zürich, for example, is designated by the number 10283. A second Arabic number refers the user to grammatical tables which supply verbal endings, the endings for the comparative and superlative forms of adjectives, or adverbial endings.

A third number refers to case endings. The dedication “Inventum Eminentissimo Principi” is written 4442. 2770:169:3. 6753:3, that is, “(My) Invention (to the) Eminent + superlative + dative singular, Prince + dative singular.”

Unfortunately Becher was afraid that his system might prove difficult for peoples who did not know the Arabic numbers; he therefore thought up a system of his own for the direct visual representation of numbers.

The system is atrociously complicated and almost totally illegible. Some authors have imagined that it is somehow akin to Chinese. This is hardly true. What we have, in fact, is a basic graphical structure where little lines and dots at various points on the figure represent different numbers.

Lines and points affixed to the right and center of the figure refer to grammatical categories. Figure 9.1 provides only an excerpt of a list that keeps going for four tables.

Umberto Eco, The Search for the Perfect Language, Figure 9.1, p. 202

Umberto Eco, The Search for the Perfect Language, 1995, Figure 9.1, p. 202.

In the chapter “Mirabilia graphica” in his Technica curiosa (1664), Gaspar Schott tried to improve on Becher’s project.

He simplified the system for the representation of numbers and added partial lexicons for other languages. Schott proposed using small grids of eight cases each, where the lower horizontal line represents units, the next one up tens, the next hundreds, and the top thousands.

Units were represented by dots; fives were represented by strokes. Numbers on the left referred to lexical units, while those on the right to grammatical morphemes. Thus figure 9.2 must be read as 23:1, 15:15, 35:4, and can be translated as “The horse eats the fodder.”

Umberto Eco, The Search for the Perfect Language, Figure 9.2, p. 203

Umberto Eco, The Search for the Perfect Language, 1995, Figure 9.2, p. 203. 

Becher’s and Schott’s systems appear totally impracticable for normal human use, but have been seen as tentative models for future practices of computer translation (cf. Heilman 1963; De Mauro 1963).

In fact, it is sufficient to think of Becher’s pseudo-ideograms as instructions for electronic circuits, prescribing to a machine which path to follow through the memory in order to retrieve a given linguistic term, and we have a procedure for a word-for-word translation (with all the obvious inconveniences of such a merely mechanical program).”

Umberto Eco, The Search for the Perfect Language, translated by James Fentress, Blackwell. Oxford, 1995, pp. 201-3.