About this episode
This episode discusses Claude Shannon's impact on information theory and the cognitive patterns that arise from early misinterpretations.
In 1948, Claude Shannon published A Mathematical Theory of Communication and solved, in a single paper, the problem of how to transmit a signal reliably through a noisy channel. He did it by deliberately excluding meaning from his formal definition of information,a move that was correct for the engineering problem at hand and costly once the rest of the twentieth century adopted his measure as the definition of information itself. This episode is about the inversion that followed, and the proposed repair: K = Ic². Episode Summary The way a wrong early guess corrupts a game of charades illustrates a cognitive pattern that applies far beyond party games. When one player shouts a confident early guess, Jaws,the entire team anchors to it, and every subsequent gesture the mimer produces gets filtered through that frame. Course correction becomes impossible, not because the evidence stops arriving, but because the evidence is being read through the wrong category. In 1948, Claude Shannon shouted the equivalent of Jaws in the domain of information theory, and the field that followed him has spent seventy-five years interpreting everything through his frame. Shannon was working at…
People in this episode
Host: Anon
Topics covered
- information theory
- communication
- cognitive patterns
- engineering
- signal transmission
Keywords
- Claude Shannon
- information theory
- communication
- signal transmission
- cognitive patterns
- Jaws
- semantic content
Mentioned in this episode
Organizations: Bell Labs
Books & works: A Mathematical Theory of Communication
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