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  1. How would I explain to middle school students the "pulling out of a hat" of . first the $LCM-1$, and secondly the $LCM*(n)-1$ parts?

  2. In my opinion, Cohen's Basic Techniques of Combinatorial Theory is a good introduction for who first learning about the subject. If you want to see many outstanding ideas, I suggest Proofs that Really Count by Benjamin/Quinn. For complete studies, Stanley's famous 2 volumes is a good choice

  3. Q&A for those involved in the field of teaching mathematics. Stack Exchange network consists of 183 Q&A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers.. Visit Stack Exchange

  4. Questions on advanced topics - beyond those in typical introductory courses: higher degree algebraic number and function fields, Diophantine equations, geometry of numbers / lattices, quadratic forms, discontinuous groups and and automorphic forms, Diophantine approximation, transcendental numbers, elliptic curves and arithmetic algebraic ...

  5. I need to come up with a mathematical task for middle school (9th grade), which involves either algebra, functions, probability or statistics (anything but geometry actually). My problem is, that the ...

  6. 15 wrz 2023 · What are the key ideas about (1) mathematical modelling and (2) teaching it to pupils, who are often in middle school, but might be in primary school or even the latter part of secondary education (videregånde in Norway)?

  7. Q&A for people studying math at any level and professionals in related fields.

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