Some while ago we had a question about mathematicians patenting their work Examples of mathematicians who applied to patent their work I was about to answer when I realised I needed to find a reputable source for my answer. I failed.
Background
Some time in the 1970s I attended a meeting of the British Association for the Advancement of Science in Nottingham, UK. I attended a talk on sphere packing given, I am almost sure, by John Conway. It began with a crate of fruit to demonstrate lower dimensions but then proceeded into higher dimensions. In the course of that part I remember him mentioning that someone had applied for a patent for a method of information transmission based on 8-dimnesional sphere packing.
Searching for further information is made slightly more difficult because internet searches tend to be dominated by the work of Maryna Viazovska for which she was awarded the Fields Medal (For the proof that the $E_{8}$ lattice provides the densest packing of identical spheres in 8 dimensions). However I have also found that one method of error correction in information transmission, the binary Golay code is based on the Leech lattice which is the basis for the sphere packing solution in 24-dimensions.
What I have been unable to establish is whether anyone did indeed try to patent the 8-dimensional solution or whether my memory after all those years is failing me.