Lincos (an abbreviation of the Latin phrase lingua cosmica) is a constructed language first described in 1960 by Dr. Hans Freudenthal in his book Lincos: Design of a Language for Cosmic Intercourse, Part 1. It is a language designed to be understandable by any possible intelligent extraterrestrial life form, for use in interstellar radio transmissions.[1] Freudenthal considered that such a language should be easily understood by beings not acquainted with any Earthlingsyntax or language. Lincos was designed to be capable of encapsulating "the whole bulk of our knowledge".[2]
The Lincos "dictionary" is intended to be transmitted first before any additional messages. It teaches natural numbers by a series of repeated pulses, separated by pauses. It then teaches >, <, =, +, -, by examples such as . . . . . > . . . More of a pause than he shows around > would be needed to show an alien that > is a new separate symbol. Otherwise, an alien might think that the whole pattern is a new symbol of unknown meaning. Having introduced =, he shows unary notation for numbers . = 1, . . = 2 and so on. He goes on to multiplication, division, variables and constants, then propositional logic, set theory, and first-order logic. He tries to introduce questions by leaving mathematical expressions unsolved (e.g.,? x x + 101 = 11).[citation needed]
The next section of the Lincos dictionary introduces a word for second, "Sec," by playing pulses of various lengths, followed by Sec, and the number of seconds, "until the receiver may be expected to remark that the numbers... are proportional to the durations",[3] thus teaching both that Sec is a unit of time, and exactly how long it is. He then introduces means for measuring durations, referring to moments in time, and talking about past and future events.[citation needed]
The third section is perhaps the most complex, and attempts to convey the concepts and language necessary to describe behavior and conversation between individuals. It uses examples to introduce actors speaking to each other, asking questions, disapproving, quoting other people, knowing and wanting things, promising, and playing. The first steps (since he has introduced sets of numbers and questions) are to introduce some new symbols (distinctive patterns of pulses), say they are NOT numbers, and transmit sequences showing two of these new symbols separated by the word "Inq", and followed by a question about an equation, then the symbols reversed, followed by the answer (example below). He expects that after many repetitions, the recipient will decide these new symbols are entities asking and answering the questions, rather than some other context for the questions.[citation needed]
Finally, the fourth section describes the concepts and language relating to mass, space, and motion. This last section goes so far as to describe physical features of human beings and of the Solar System.[1]
A second book was planned but never written that would have added four more sections to the dictionary: "Matter"; "Earth"; "Life"; and "Behavior 2". Other researchers have since extended the language somewhat on their own. One example is CosmicOS. Another is a second-generation Lingua Cosmica[4] developed by the Dutch-Swedish astronomer and mathematician Alexander Ollongren[5] of Leiden University, using constructive logic.[citation needed]
Freudenthal's book on Lincos discusses it with many technical words from linguistic and logical theory, usually without defining them, which may have reduced its general interest, though the main chapters can be understood without these technical terms: appellatives, binding, formalization, function, lexicology, logistical, ostensive, quasi-general, semantics, syntax, variables, etc.[citation needed]
Some researchers have explored the similar issues in communicating with intelligent animals such as cetaceans.[citation needed] Lincos messages (even if sent by pulses of sound rather than radio) are complex and need to reach the most patient, logically oriented members of the target species. A far simpler approach aimed at average members of a species can cover numbers, >, <, =, +, -, and time.[citation needed]
Examples
An example of Lincos from section 3 of Freudenthal's book, showing one individual asking another individual questions:[citation needed]
Lincos text
Meaning
Ha Inq Hb?x 2x=5
Ha says to Hb: What is the x such that 2x=5?
Hb Inq Ha 5/2
Hb says to Ha: 5/2.
Ha Inq Hb Ben
Ha says to Hb: Good.
Ha Inq Hb?x 4x=10
Ha says to Hb: What is the x such that 4x=10?
Hb Inq Ha 10/4
Hb says to Ha: 10/4.
Ha Inq Hb Mal
Ha says to Hb: Bad.
Hb Inq Ha 1/4
Hb says to Ha: 1/4.
Ha Inq Hb Mal
Ha says to Hb: Bad.
Hb Inq Ha 5/2
Hb says to Ha: 5/2.
Ha Inq Hb Ben
Ha says to Hb: Good.
Note the difference between "good" and "bad" as compared to "true" and "false"; 10/4 is a true answer to the question, so Ver ("true") would be a valid response, but since it wasn't reduced to lowest terms, it wasn't what Ha wanted and so he responded Mal ("bad") instead. The book separately teaches Ver and Fal for true and false.[citation needed]
Another example, showing meta-conversation:[citation needed]
Lincos text
Meaning
Ha Inq Hb?x 4x=10
Ha says to Hb: What is the x such that 4x=10?
Hb Inq Hc?yy Inq Hb?x 4x=10
Hb says to Hc: Who asked me for the x such that 4x=10?
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