Newbetuts
.
New posts in algebraic-groups
Abelian subgroups of $GL_n(\mathbb{F}_p)$
linear-algebra
group-theory
finite-groups
algebraic-groups
groups-of-lie-type
Is there a group between $SO(2,\mathbb{R})$ and $SL(2,\mathbb{R})$?
group-theory
lie-groups
algebraic-groups
Topology of "degenerate spectrum submanifold" in the space of hermitian matrices
linear-algebra
differential-geometry
algebraic-geometry
algebraic-topology
algebraic-groups
Complex algebraic group is reductive $\iff$ it is the complexification of a compact Lie group?
algebraic-geometry
lie-groups
algebraic-groups
Transcendental Galois Theory
abstract-algebra
reference-request
galois-theory
algebraic-groups
References on Linear Algebraic Groups/Lie Theory
reference-request
lie-groups
lie-algebras
big-list
algebraic-groups
Is the universal cover of an algebraic group an algebraic group?
algebraic-geometry
algebraic-groups
lie-groups
Geometric intuition for linearizing algebraic group action
algebraic-geometry
algebraic-groups
invariant-theory
geometric-invariant-theory
Unitary (algebraic) groups
reference-request
algebraic-groups
Is there a surjective group homomorphism $\operatorname{GL}_{n}(k) \to \operatorname{GL}_{m}(k)$ where $n > m$?
linear-algebra
abstract-algebra
group-theory
algebraic-groups
general-linear-group
How to represent the naive PGL functor?
category-theory
algebraic-groups
What are the Borels/parabolics of the orthogonal or symplectic groups?
reference-request
algebraic-groups
Reference request for algebraic Peter-Weyl theorem?
reference-request
representation-theory
algebraic-groups
What is a $p$-adic group
abstract-algebra
algebraic-groups
Compactness of automorphic quotient - quaternion group and $\mathrm{GL}_{2}$
number-theory
reference-request
quaternions
algebraic-groups
automorphic-forms
p-adic Lie groups vs. algebraic groups over $\mathbb{Q}_p$
lie-groups
p-adic-number-theory
algebraic-groups
Why is the semisimple rank of a connected reductive group equal to the rank of the commutator?
algebraic-groups
Representation of the lie algebra of a simply connected algebraic group $G$ induces a representation of the group itself
algebraic-geometry
lie-algebras
algebraic-groups
Is there an atlas of Algebraic Groups and corresponding Coordinate rings?
reference-request
algebraic-geometry
algebraic-groups
Prev