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Amir Asghari's user avatar
Amir Asghari's user avatar
Amir Asghari's user avatar
Amir Asghari
  • Member for 12 years
  • Last seen more than a week ago
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Is “problem solving” a subject to be taught?
@DevSinha Thanks for the information. In my case, unfortunately, they finally came to say, okay, all the rest of the world failed, so what, we can do it!!!
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Are there proofs that you feel you did not "understand" for a long time?
Could you please add a few lines for explanation.
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Good Books on the history of Zero
Add the name of the journal
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Good Books on the history of Zero
Here is a review to the book I introduced. It is written by Jeremy Gray: www.ams.org/notices/200009/rev-gray.pdf
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Good Books on the history of Zero
@quid I didn't down-vote. But I can imagine why. Just a 5 minutes search on the web will come up with an answer.
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Good Books on the history of Zero
Here is one: "Zero: The Biography of a Dangerous Idea". Indeed, for your inquiry, it was just much easier to search the web than looking for an answer here.
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How should you respond to a student who asks whether a very nice physical example constitutes a proof?
@JoelReyesNoche I am sure MO users are faced with such down-to-earth situations in their everyday teaching life. I am happy that there are several occasions that MO has accepted that fact in the past. Let's hope for the future.
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How should you respond to a student who asks whether a very nice physical example constitutes a proof?
@HenryCohn Indeed, as I mentioned before, he is a highly competent mathematics student. I asked him why he asked such a question. Here is the story. He was teaching a high school math course when his students came up with the question. His answer was "as far as I know, in mathematics a proof is constructed based on axioms". I feel, his answer works for him (us) individually, but it is not a constructive answer for his (our) students as such. That is why I asked the question.
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How should you respond to a student who asks whether a very nice physical example constitutes a proof?
Modify the description to go better with the change of the title. Remove one of the tags.
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How should you respond to a student who asks whether a very nice physical example constitutes a proof?
@TheoJohnson-Freyd It is indeed a very constructive modification. Thanks. Consequently I need to modify my description. I'll do it now.
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What are good ways to present proofs of theorems requiring auxiliary lemmas?
The first way has a more educational flavor that is going better with the flow of thinking. It is like saying that "now, it is enough to show that..."; and that is your lemma.
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Who introduced the terms "equivalence relation" and "equivalence class"?
Your new answer encouraged me to add a follow up as an answer. MO, I am sorry, it wasn't fit as a comment :)
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