Pages that link to "Item:Q2990062"
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The following pages link to Zeta functions of groups and rings – recent developments (Q2990062):
Displaying 21 items.
- Functional equations for zeta functions of groups and rings (Q601865) (← links)
- Arithmetic groups have rational representation growth. (Q640806) (← links)
- Computing topological zeta functions of groups, algebras, and modules. II. (Q745170) (← links)
- Zeta functions of groups and rings -- functional equations and analytic uniformity (Q776409) (← links)
- Zeta functions of three-dimensional \(p\)-adic Lie algebras (Q834791) (← links)
- Corrections to my paper ''Zeta functions of integral group rings of metacyclic groups'' (Q1071809) (← links)
- Zeta functions of groups and rings: Uniformity (Q1327498) (← links)
- On the degree of polynomial subgroup growth of nilpotent groups (Q2105847) (← links)
- Zeta functions of the 3-dimensional almost-Bieberbach groups (Q2150896) (← links)
- Enumerating submodules invariant under an endomorphism (Q2396228) (← links)
- Similarity classes of integral \(\mathfrak p\)-adic matrices and representation zeta functions of groups of type \(\mathsf{A}_{2}\) (Q2797820) (← links)
- Generalized zeta function representation of groups and 2-dimensional topological Yang-Mills theory: the example of \(\operatorname{GL}(2,\mathbb{F}_q)\) and \(\operatorname{PGL}(2,\mathbb{F}_q)\)) (Q2798665) (← links)
- Applications of some zeta functions in group theory. (Q2918501) (← links)
- Zeta Functions of Burnside Rings of Groups of Order<i>p</i>and<i>p</i><sup>2</sup> (Q3638431) (← links)
- (Q4463891) (← links)
- Stability results for local zeta functions of groups algebras, and modules (Q4555840) (← links)
- A Framework for Computing Zeta Functions of Groups, Algebras, and Modules (Q4556593) (← links)
- Zeta functions associated to admissible representations of compact 𝑝-adic Lie groups (Q5243085) (← links)
- Uniform analytic properties of representation zeta functions of finitely generated nilpotent groups (Q5267974) (← links)
- (Q5489371) (← links)
- Counting finite index subrings of $\mathbb Z^n$ (Q5854711) (← links)