The following pages link to (Q3752572):
Displaying 24 items.
- Tensor triangular geometry for classical Lie superalgebras (Q2357470) (← links)
- On simple polynomial \(G_{r}T\)-modules (Q2362566) (← links)
- Support varieties for Weyl modules over bad primes. (Q2370235) (← links)
- An integral form of the quantized enveloping algebra of \(sl_2\) and its completions (Q2371822) (← links)
- Almost split sequences for polynomial \(G_{r}T\)-modules and polynomial parts of Auslander-Reiten components (Q2401913) (← links)
- Algebraic representations and constructible sheaves (Q2407999) (← links)
- Extensions, Levi subgroups and character formulas. (Q2474476) (← links)
- On the blocks of semisimple algebraic groups and associated generalized Schur algebras. (Q2475070) (← links)
- Cherednik, Hecke and quantum algebras as free Frobenius and Calabi-Yau extensions (Q2475073) (← links)
- On the realization of orbit closures as support varieties (Q2491734) (← links)
- A note on the tensor product of restricted simple modules for algebraic groups. (Q2509261) (← links)
- Rectangular low level case of modular branching problem for \(\text{GL}_n(K)\). (Q2518352) (← links)
- Representation type of the blocks of category \(\mathcal O_s\) (Q2566197) (← links)
- Filtrations of the discrete series of \(SL_ 2(q)\) via crystalline cohomology (Q2644770) (← links)
- MINIMAL INDUCTIVE SYSTEMS OF MODULAR REPRESENTATIONS FOR NATURALLY EMBEDDED ALGEBRAIC AND FINITE GROUPS OF TYPE A (Q2747134) (← links)
- Reduced unstable $A$-modules and the modular representation theory of the symmetric groups (Q3211979) (← links)
- (Q3824570) (← links)
- Modular crystalline representations (Q3828115) (← links)
- (Q4394700) (← links)
- (Q4514658) (← links)
- Antiunitary representations and modular theory (Q4634631) (← links)
- Modular actions and amenable representations (Q5189144) (← links)
- Faithful completely reducible representations of modular Lie algebras (Q5274858) (← links)
- Reducing mod 𝑝 complex representations of finite reductive groups (Q5855307) (← links)
