paul Monsky

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39 Answers

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67	Have any long-suspected irrational numbers turned out to be rational?
27	An example of a beautiful proof that would be accessible at the high school level?
13	Proofs that require fundamentally new ways of thinking
12	Solutions to $\binom{n}{5} = 2 \binom{m}{5}$
12	Is there an elementary way to find the integer solutions to $x^2-y^3=1$?

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+10	Higher level analogs of Nicolas-Serre theory
+5	Higher level analogs of Nicolas-Serre theory
+10	Is there an elementary way to find the integer solutions to $x^2-y^3=1$?
+5	The “Level N modular equation for delta” in characteristics 3, 5, 7 and 13

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25 Questions

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16	Does this variant of a theorem of Hasse (really due to Gauss) have an “elementary” proof?
15	Higher level analogs of Nicolas-Serre theory
14	If p is a prime congruent to 9 mod 16, can 4 divide the class number of Q(p^(1/4))?
12	Simple groups with the same cardinality as PSL_2(Z/p)
11	What's known about the mod 2 reduction of the level l Jacobi modular equation?

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46 Tags

70 nt.number-theory × 36	17 modular-forms × 28
26 diophantine-equations × 3	16 ag.algebraic-geometry × 9
25 co.combinatorics × 8	12 binomial-coefficients
22 quadratic-forms × 10	12 elementary-proofs
18 algebraic-number-theory × 4	11 characteristic-p × 22

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