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15
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Motivation and Interpretation of Classical and Geometric Satake Equivalence

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#arithmetic-geometry #langlands-program
122
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poles of local zeta integral in Tate's thesis

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#algebraic-number-theory #l-functions #langlands-program
175
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Details in Deligne-Serre "Formes modulaires de poids 1"

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#modular-forms #galois-representations #langlands-program
382
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Links between Langlands program, elliptic curves, and cryptography

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#reference-request #elliptic-curves #cryptography #langlands-program
205
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Action of the absolute Galois group on the based root datum

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#algebraic-number-theory #algebraic-groups #root-systems #reductive-groups #langlands-program
104
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Statement of local Langlands conjecture for $\mathrm{GL}_2$

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#number-theory #representation-theory #langlands-program
125
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What are the benefits of working with smooth and admissible representations?

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#number-theory #representation-theory #langlands-program
81
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$PGL_n(F)$ - Where to read about its (structure and) representation theory?

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#group-theory #reference-request #representation-theory #algebraic-groups #langlands-program
72
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Do $p_n$ minus the number of integer solutions to this equation equal $(-1)^{\frac{1}{24} \left((p_n){}^2-1\right)}$ for $n>4$?

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#roots #diophantine-equations #langlands-program
20
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Computing the local $\gamma$-factor for the local zeta integral (Goldfeld-Hundley)

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#automorphic-forms #langlands-program
28
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What would be the eta quotient for the Weierstrass equation $x^2 = y^2$?

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#totient-function #elliptic-equations #langlands-program
81
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Classifying all Hecke Characters of a given field and a given conductor

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#number-theory #algebraic-number-theory #l-functions #langlands-program #hecke-characters
44
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What is 'Langlands quotient'?

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#representation-theory #langlands-program
58
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Is the unramified local Langlands conjecture true?

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#reductive-groups #langlands-program #unramified-extension
75
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Why $(\mathfrak g_{\mathbb C},K)$-modules?

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#number-theory #representation-theory #lie-algebras #automorphic-forms #langlands-program

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