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Q. Zhang
  • Member for 11 years, 2 months
  • Last seen more than a week ago
46 votes
4 answers
3k views

Twin primes conjecture and extrapolation method

35 votes
3 answers
3k views

In which ways can the isogeny theorem fail for local fields?

29 votes
5 answers
11k views

Atiyah-MacDonald, exercise 2.11

  • 988
29 votes
2 answers
2k views

Overview of automorphic representations for $SL(2)/{\mathbf{Q}}$?

25 votes
1 answer
2k views

Reconciling Lusztig's results with the Langlands philosophy

  • 755
25 votes
3 answers
979 views

What spaces $X$ do have $\text{End}(X) \cong \text{End}(\mathbb{R})$?

19 votes
1 answer
842 views

Ehresmann's theorem over the $p$-adics

14 votes
1 answer
886 views

Is the adjoint L-function on GL(m) holomorphic?

  • 243
12 votes
2 answers
923 views

Why are coroots needed for the classification of reductive groups?

  • 1,901
10 votes
2 answers
457 views

Does local Langlands functoriality preserve genericity?

10 votes
0 answers
300 views

Local Langlands Correspondence for unramified principal series representations

  • 5,546
9 votes
2 answers
1k views

Is it true that irreducible generic representations of $G_2(F)$ are self-dual?

  • 868
7 votes
3 answers
892 views

Does the equation $x^2+x=a$ have an integer solution?

  • 32.9k
7 votes
0 answers
310 views

Certain Fourier transforms involving Whittaker function and Bessel functions

  • 868
5 votes
0 answers
192 views

Distributions and functions on the Jacquet module $C_c^\infty(X)_{H,\chi}$

  • 868
5 votes
0 answers
308 views

Harish-Chandra's submersive principle on closed subsets

  • 868
5 votes
1 answer
262 views

A trace formula for $\mathrm{GSp(4)}$

5 votes
0 answers
231 views

Reduction type of elliptic curves over $p$-adic fields and local Langlands correspondence for $GL_2(F)$

  • 6,040
4 votes
0 answers
192 views

A question of integral on $p$-adic fields $\mathbb{Q_p}$

  • 411
3 votes
0 answers
308 views

Reference request: Understanding Godement's criterion on quotient manifolds

  • 868
2 votes
1 answer
154 views

If a Weyl element preserves a root, then it has a representative which preserves the root space?

  • 868
2 votes
0 answers
90 views

A variant of Bernstein's localization principle

  • 868