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Sir, there's a cat in your mirror dimension (lcamtuf.substack.com)

463 points by zdw · 822 days ago · 71 comments on HN

Article summary

The article explores the concept of frequency domain transforms and their application in image compression. It demonstrates how a cat image can be embedded in the frequency domain of a woman's image, and then recovered through a discrete cosine transform (DCT). This technique is related to steganography, where hidden messages or images are encoded in a way that is not easily detectable. The article also touches on the properties of frequency domain transforms, including reversibility and input-output symmetry.

Main themes

  • Frequency domain transforms
  • Image compression
  • Steganography
  • Discrete cosine transform
  • Signal processing
  • Optical computing

What commenters say

  • The frequency domain and time domain are coupled together in a way that allows for the embedding and recovery of hidden images.
  • The technique demonstrated in the article is a form of steganography, but its usefulness and detectability are debated.
  • The process of embedding a hidden image in the frequency domain of another image involves converting the hidden image to the frequency domain, compositing it with the host image, and then recovering it through a reverse transform.
  • The properties of lenses and their relationship to the 2D Fourier transform are complex and have implications for optical computing and machine vision systems.
  • The concentration of spectral energy in images is typically found near the origin, which helps minimize interference between the space and frequency domain data in composite images.
  • The use of frequency domain transforms for image compression is a common technique, but the specific method demonstrated in the article is not typically used in practice.
  • The article's technique is related to audio steganography, where hidden messages are encoded in audio files using similar methods.
  • The detectability of steganographic images depends on the knowledge of the recipient and the complexity of the encoding method.