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posted by janrinok on Sunday October 02 2022, @02:35PM   Printer-friendly
from the secret-decoder-petri-dish dept.

An AI Message Decoder Based on Bacterial Growth Patterns:

From a box of Cracker Jack to The Da Vinci Code, everybody enjoys deciphering secret messages. But biomedical engineers at Duke University have taken the decoder ring to place it's never been before — the patterns created by bacterial colonies.

Depending on the initial conditions used, such as nutrient levels and space constraints, bacteria tend to grow in specific ways. The researchers created a virtual bacterial colony and then controlled growth conditions and the numbers and sizes of simulated bacterial dots to create an entire alphabet based on how the colonies would look after they fill a virtual Petri dish. They call this encoding scheme emorfi.

The encoding is not one-to-one, as the final simulated pattern corresponding to each letter is not exactly the same every time. However, the researchers discovered that a machine learning program could learn to distinguish between them to recognize the letter intended.

"A friend may see many images of me over the course of time, but none of them will be exactly the same," explained Lingchong You, professor of biomedical engineering at Duke. "But if the images are all consistently reinforcing what I generally look like, the friend will be able to recognize me even if they're shown a picture of me they've never seen before."

[...] Give the cypher a try yourself. You can type in anything from your name to the Gettysburg Address, or even the Christmas classic, "Be sure to drink your Ovaltine."

https://www.patternencoder.com/

Journal Reference:
Jia Lu, Ryan Tsoi, Nan Luo, et al. New encryption method uses simulated bacterial growth based on specific initial conditions to form patterns corresponding to letters [open], Patterns, 2022. DOI: 10.1016/j.patter.2022.100590


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  • (Score: 2) by legont on Tuesday October 04 2022, @02:02AM

    by legont (4179) on Tuesday October 04 2022, @02:02AM (#1274801)

    Yes, off course you are right, in theory. In practice, folks tend to introduce functions that weaken it significantly. Some of those functions look really innocent. So, if a function is needed for whatever reason, it has to be proved that it does not weaken the algorithm. It's harder than most people, including mathematicians, think it is.

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