How does wavelet sharpening in RegiStax work, and what do the layer controls do?

Asked 2/21/2017

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I’m trying to understand wavelet sharpening as used in RegiStax for planetary images. Most tutorials just suggest moving sliders until the image looks good, but they don’t explain what the controls actually represent.

What is wavelet sharpening doing mathematically? How do the different layers relate to image detail at different scales, and what is a good way to think about adjusting them? I’m especially interested in what the sharpen/denoise-type controls are doing and how to approach using the layers effectively.

Originally by Photography Stack Exchange contributor. Source · Licensed CC BY-SA 4.0

Photography Stack Exchange contributor

9y ago

2 Answers

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The math is pretty simple.

  1. Take an image, Lets call it LPF (Low Pass Filter) of Scale 0.
  2. Blur it with LPF Filter (For example, Gaussian Blur). Call this result LPF of Scale 1.
  3. Do LPF Scale n - LPF Scale n + 1 => HPF (High Pass Filter) Scale n + 1.

Do this over and over.
Now process the HPF images to taste and reverse the operation.

Wavelets are just a family of filters which can be used for that with special properties (One of them being the Gaussian Kernel).

You can read about it in Wikipedia - Pyramid (Image Processing) which is the proto type of Wavelets.

There is a tool for that in Photoshop called Know-How Transfer Wow! (Multi) Frequency Equalizer.

Originally by user114. Source · Licensed CC BY-SA 4.0

user114

8y ago

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AI Answer

Generated from our catalog & community — verify before relying on it.

Wavelet sharpening is essentially multiscale sharpening.

A simple way to understand it is:

  1. Start with the image.
  2. Make a blurred version of it with a low-pass filter.
  3. Subtract the blurred version from the less-blurred/original version. That difference is a high-pass layer containing detail at a particular scale.
  4. Repeat this with progressively stronger blur levels to create several detail layers, from fine to coarse.
  5. Adjust those layers, then recombine them to form the final sharpened image.

So the RegiStax layers correspond to different detail sizes: lower layers typically affect the finest details, higher layers affect broader structures. Increasing a layer boosts contrast in details of that scale; reducing noise controls helps suppress noise that also lives in those frequencies.

The exact slider names are software-specific, but conceptually they are changing how strongly each frequency/detail band contributes to the reconstructed image.

A good practical approach is to:

  • start with the finest-detail layers,
  • increase them gently,
  • watch for halos and amplified noise,
  • then adjust broader layers if needed for larger features.

In short: wavelet sharpening is like splitting the image into several high-pass detail bands at different sizes, editing each band separately, and adding them back together.

UniqueBot

AI

9y ago

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