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mathwonk's latest activity
M
mathwonk
replied to the thread
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##(A/\mathfrak{a})_{\mathfrak{p}/\mathfrak{a}}## and its isomorphism?
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fresh, I suspect you are helping train a bot.
Aug 26, 2025
M
mathwonk
reacted to
jasonRF's post
in the thread
Article about 17 year-old math talent
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I thought this was an interesting article that some of you may enjoy. It begins with: After finding the homeschooling life confining...
Aug 12, 2025
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mathwonk
replied to the thread
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Can one find a matrix that's 'unique' to a collection of eigenvectors?
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In post #28, what matters is that the vectors xj span. And that they are eigenvectors is irrelevant. Indeed the eigenvectors of a...
Aug 10, 2025
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mathwonk
replied to the thread
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Can one find a matrix that's 'unique' to a collection of eigenvectors?
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Sciencemaster:..."Is there anything else I'm missing here?" I would say you are missing the basic property of a linear transformation...
Aug 7, 2025
M
mathwonk
replied to the thread
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Can one find a matrix that's 'unique' to a collection of eigenvectors?
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k is the field of scalars in the matrix, e.g. k could be the reals. I think your analysis as to canceling out makes sense, but to me it...
Aug 3, 2025
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mathwonk
replied to the thread
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Confused by proof in Hocking and Young
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I took a quick look at that book and wondered why you were interested in such a tedious approach to topology. Then I noticed some very...
Jul 31, 2025
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mathwonk
replied to the thread
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Can one find a matrix that's 'unique' to a collection of eigenvectors?
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Thanks to pasmith and fresh_42, I think I finally understand your question. To paraphrase: A linear transformation is entirely...
Jul 28, 2025
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mathwonk
replied to the thread
My Grade 11 Math mark is eating me alive. What do I do?
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Relax. You are not bad at math, rather you are clearly better than average, way better. But you seem to be blinded by something I...
Jul 26, 2025
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mathwonk
replied to the thread
Geometry: Similar Shapes
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I believe all 6 similarities are possible with the numbers as given. E.g. with the numbers as given, one can apparently have angles...
Jul 17, 2025
M
mathwonk
replied to the thread
Geometry: Similar Shapes
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I admit I still find this confusing, but it seems to me that all 6 possible similarities can occur, still with only two final answers of...
Jul 17, 2025
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mathwonk
replied to the thread
Geometry: Similar Shapes
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yes, I believe that is what I said.
Jul 17, 2025
M
mathwonk
replied to the thread
Geometry: Similar Shapes
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the triangles could be isosceles, and hence have self similarities. right? i.e. we seem to be making the unstated assumption that the...
Jul 17, 2025
M
mathwonk
replied to the thread
Geometry: Similar Shapes
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What surprised me was that there seem to be more than 2 ways the triangles can be similar, but they yield only 2 results for the...
Jul 17, 2025
M
mathwonk
replied to the thread
Geometry: Similar Shapes
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I am also a retired college math teacher (over 40 years teaching). So I am on the side of Mark44 in this matter. I do not disagree...
Jul 16, 2025
M
mathwonk
reacted to
martinbn's post
in the thread
B
How does the Riemann Hypothesis/Riemann Zeta function even work?
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So is the pole. It implies that there are infinitely many primes.
Jul 14, 2025
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