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8:27 AM
@Glorfindel I remember that you have updated several posts with dead links to pictures, so I thought I might ask you.
Of course, the question is for anybody else who might have an idea.
I have recently bumped this question: interlacing roots/eigenvalues results and modern analogues. It contains a broken link to an image. Is there some way it could be recovered?
The only idea I had was to check the snapshot in the Wayback Machine. Since I do not see anything there, I doubt that there is chance to find it somehow. (But I have at least asked, in case somebody can think of another possibility.)
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Q: interlacing roots/eigenvalues results and modern analogues

john mangualIs there any relation between these theorems on interlacing roots? The roots of $f(x), f'(x)$ interlace (if all the roots of $f(x)$ are real and have real coefficients). The eigenvalues of an $n \times n$ matrix $A$ and it's minor $n-1\times n-1$ matrix $A_{ii}$ interlace (is a real symmetric m...

 
 
3 hours later…
11:05 AM
@MartinSleziak if it's not in the Wayback Machine, there's little I can do :(
 
11:20 AM
@Glorfindel In any case, thanks for looking into that!
It seems that the OP has been inactive for some time, so a new version of the picture is unlikely to come from him, either.
It's probably not very important - but since the post was bumped, I looked also at other things which could potentially be edited/improved.
 

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