151 results on '"Deng, Bangming"'
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2. Counting Representations of Quivers Respecting Nilpotent Relations over Finite Fields
3. Slim cyclotomic q-Schur algebras
4. Applications of mutations in the derived categories of weighted projective lines to Lie and quantum algebras
5. Hall polynomials for tame quivers with automorphism
6. Hall polynomials for tame type
7. Hall algebras of cyclic quivers and $q$-deformed Fock spaces
8. Affine quasi-heredity of affine Schur algebras
9. Quasi-hereditary slim cyclotomic q-Schur algebras
10. Slim cyclotomic q-Schur algebras
11. A Double Hall Algebra Approach to Affine Quantum Schur--Weyl Theory
12. On bases of quantized enveloping algebras
13. Monomial bases for quantum affine sl_n
14. Frobenius morphisms and representations of algebras
15. Frobenius Morphisms and Representations of Algebras
16. Hall algebras of cyclic quivers and q-deformed Fock spaces
17. Hall polynomials for tame type
18. On Δ-Good Module Categories without Short Cycles
19. On Contravariant Finiteness of Subcategories of Modules of Projective Dimension ≤ I
20. Cyclic complexes, Hall polynomials and simple Lie algebras
21. Fourier Transforms on Ringel–Hall Algebras
22. Affine Quasi-Heredity of Affine Schur Algebras
23. Identification of simple representations for affine q-Schur algebras
24. On 0-Schur algebras
25. A Double Hall Algebra Approach to Affine Quantum Schur-Weyl Theory
26. Quantum Schur algebras revisited
27. Presenting degenerate Ringel–Hall algebras of cyclic quivers
28. Tight monomials and the monomial basis property
29. Representation type of 0-Hecke algebras
30. Fundamental relations in Ringel–Hall algebras
31. Frobenius morphisms and stable module categories of repetitive algebras
32. Folding derived categories with Frobenius functors
33. Linear quivers, generic extensions and Kashiwara operators
34. A new approach to Kac's theorem on representations of valued quivers
35. Twisted double incidence algebras of type An
36. Getting started
37. Quantum enveloping algebras
38. Green’s theorem
39. Bases of quantum enveloping algebras of finite type
40. Algebras with Frobenius morphisms
41. The integral theory of quantum Schur algebras
42. Serre relations in quantum Schur algebras
43. Representations of quivers
44. Kazhdan-Lusztig combinatorics for Hecke algebras
45. Coxeter groups and Hecke algebras
46. Ringel-Hall algebras
47. Constructing quantum 𝑔𝑙_{𝑛} via quantum Schur algebras
48. Cells and representations of symmetric groups
49. Quivers with automorphisms
50. Hopf algebras and universal enveloping algebras
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