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An iconic approach to communicating musical concepts in interstellar messages

机译:在星际讯息中传达音乐概念的标志性方法

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Some characteristics of terrestrial music may be meaningful to extraterrestrial civilizations by virtue of the connection between acoustics and mathematics-both of which might be known by technologically advanced extraterrestrial intelligence. For example, a fundamental characteristic of terrestrial polyphonic music is found the number of tones used various scales, insofar as the number of tones represents a compromise between competing musical demands; the number of tones in a scale, however, also reflects some of the perceptual characteristics of the species developing that music. Thus, in the process of communicating something about the structure of terrestrial music through interstellar messages, additional information about human perceptual and cognitive processes can also be conveyed. This paper also discusses methods for sending signals that bear information through the form of the very frequencies in which the signals are transmitted. If the challenges of creating intelligible messages are greater than often thought, the advantage of reduced conventionality of encoding the message by using an iconic format of this sort may be of significant value. Such an approach would allow the incremental introduction of musical concepts, somewhat akin to the step-by-step tutorials in mathematics and logic that form the basis of Freudenthal's Lincos.
机译:借助声学和数学之间的联系,地面音乐的某些特征可能对地球外文明具有意义,而这两者都可以通过技术先进的地球外智能来了解。例如,发现地面复音音乐的基本特征是使用了各种音阶的音调数量,因为音调数量代表了相互竞争的音乐需求之间的折衷。但是,一个音阶的数量也反映了发展该音乐的物种的一些感知特征。因此,在通过星际消息传达有关地面音乐结构的信息的过程中,还可以传达有关人类感知和认知过程的其他信息。本文还讨论了通过信号传输的频率形式发送带有信息的信号的方法。如果创建可理解消息的挑战比通常认为的要大,则通过使用这种图标格式来减少对消息进行编码的常规性的优势可能具有重大价值。这种方法将允许逐步引入音乐概念,这与构成弗洛伊登塔尔的林科斯基础的数学和逻辑逐步教程类似。

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