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Undergraduate Level Math Books
15
Thinking and Explaining
7
Demonstrating that rigour is important
9
Taking lecture notes in lectures
2
Open problems with monetary rewards
4
Cocktail party math
7
Books about history of recent mathematics
10
roadmap for studying arithmetic geometry
4
What is the high-concept explanation on why real numbers are useful in number theory?
2
Quick proof of the fact that the ring of integers of Q(\zeta_n) is Z[\zeta_n]?
1
Curves which are not covers of P^1 with four branch points
4
Formal consequences of Riemann-Roch (multiple answers welcome)
8
Stacks in modern number theory/arithmetic geometry
2
Complex torus, C^n/Λ versus (C*)^n
7
Atkin-Lehner involution and class number
9
The significance of modularity for all Galois representations
4
applications of Tate-Poitou duality
7
Rational Isogenies of Prime Degree
4
Two questions on isomorphic elliptic curves
5
Degree 2 branched map from the torus to the sphere
6
“Bad” reduction of Shimura curves via dual graphs
3
elliptic curve with j-invariant T
8
Geometric meaning of fiber of modular parameterization over a point of an elliptic curve?
12
Isogeny classes of elliptic curves
8
Deducing BSD from Gross-Zagier and Kolyvagin
3
Shimura datum of family of fake elliptic curves
8
Average rank of elliptic curves over $\mathbb{Q}$
5
Effective theta characteristics
3
elliptic curves with and without CM
2
Imaginary quadratic field contained in Hecke orbit field?
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