You can replace whatever you want, but you can't convince the public that it's replacement for a world class software like DXO.
Give it up with your misinformation. Typical.
To judge whether I'm giving false information and whether iWE can replace DXO, you need to first carefully study my examples (I showed you obvious examples where iWE works better than DXO, since it does not generate specific AI artifacts). Secondly, you need to study iWE before judging its capabilities. You didn't do the first or the second. However, without understanding (essentially, not owning the subject), you are trying to condemn me for false information.
I am not convinced that I will be able to convince you of anything. However, I believe that you are not the only one reading this post. And for those who thoughtful and have eyes, I will continue.
If the person reading this post does not belong to the category of people who are technical or working in science, then this paragraph can be skipped by going to thefollowing paragraph, which gives another example of a comparison between DXO and iWE. Well, for those who continue to read this paragraph, I want to give a brief information about the basics that are laid down in iWE. At the heart of iWE I have tried to put my more than 40 years of experience in solid state physics, optics and Fourier spectroscopy, where I have constantly had to solve the problems of filtering signals in order to improve the signal-to-noise ratio. iWE (image waves editor) uses spectral or wave methods. These differ from the spectral methods traditionally used in image processing, which are based on wavelets. In iWE, for example, the image ifrom 20 Mpx sensor is converted into 10 million waves, each of which has its own amplitude, spatial frequency and phase. Each of these waves includes two contributions: a useful signal and noise. The noise wave has its own amplitude and phase. iWE's algorithms allow to determine not only the proportion of noise in each of the waves based on the spectral properties of photon noise, but also to judge the phase shifts between the signal and noise components. This allows, for example, to increase the sharpness by amplifying the high-frequency components taking into account the proportion of noise that is present in them. If, for example, the algorithm detects that the spectral component is exclusively noise, then it is simply removed from the spectrum. All this allows simultaneously increase sharpness and, at the same time, suppress noise. After the wave components are edited in the spectral domain, the waves are transformed into the ordinary space, where the value of each pixel is formed anew as a result of interference of all remaining waves. Below, I give an example of how it works, allowing to suppress noise while increasing sharpness.
And so, let's look at another example where let's compare the work of DXO DeepPrime and iWE. Now as a test image, let's take an image at low ISO 200. The image #1 and, for ease of comparison, its crop #2 show the standard processing result without applying any filters related to sharpening or noise reduction. This result is obtained in iWE using the standard AHD debayerization algorithm, recorded in the raw file of the camera's color matrix and using the standard (sRGB) gamma curve. This standard image can be considered as a reference image for the subsequent evaluation of both DXO DeepPrime and iWE spectral filters.
The #3, 4, respectively, full-frame and crop images of the same raw file processed by DXO DeepPrime. The Lens sharpness option is ON in DXO to get the maximum effect of sharpening and detailing. If you compare image #3 and #1, then undoubtedly image #3 looks much more attractive than image #1, where there is noise, and detail, at least at first glance, may seem below.
Let's ask a question. Can iWE make something similar to image #3 from image #1? The answer to this question is illustrated by image #5,6. As you can see, image #5,6 is in no way inferior in sharpness and detail to DXO image #3,4 – iWE did a very good job of both sharpening and suppressing noise. Moreover, with careful examination, you can find that image #5 contains more fine detail, and elements subject to sharpening look more natural than the DXO version. The sensation of artificial and excessive underlining of contours, as is the case with DXO, does not occur.
An even greater positive difference between iWE and DXO is evident in image #7,8, where iWE uses the wave debayerization algorithm I've already described (see the reference in my original post). The higher detail level in iWE image is obvious. For my taste, in this case, sharpening is even excessive, which just demonstrates the potential of iWE sharpening/denoise algorithms.
IWE is a very young program, it is not yet ideal for the average user, because it requires knowledge. But in the hands of a person who understands, it provides an excellent result and, again, very easily competes in terms of processing quality with DXO and others.

#1. Standard raw output (no denoise, no sharpening)

#2. Crop of #1.

#3. DXO DeepPrime processed.

#4. Crop of #3.

#5. iWE output. The same iWE preprocessing as in #1 plus iWE spectral denoise and sharpening filters

#6. Crop of #5

#7. iWE wave demosaicing plus wave denoise and sharpening

#8. Crop of #