Combinatorial aspects of the theory of Lie superalgebras

Chapters in this book

1. Frontmatter I
2. Foreword VII
3. Table of Contents IX
4. Invited Addresses
5. Ramsey's Theorem in algebraic semigroups 1
6. Combinatorial aspects of the theory of Lie superalgebras 37
7. Isomorphisms and anti-isomorphisms of endomorphism rings of modules 69
8. Contributed Papers
9. Algorithmic solution of the quantum Serre conjecture 123
10. On the simplicity of centralizer nearrings 139
11. Semigroups with generalized polynomial identities 147
12. Radicals of monomial algebras 159
13. Lattice anti-isomorphisms of modules and the AB5* condition 171
14. On certain subrings and ideals of prime rings 177
15. The induced linear maps on Minkowski algebras of convex sets 181
16. Superconformal algebras and affine algebras with extended symmetry 199
17. Orbits of the coadjoint representation and Yang-Baxter equation 207
18. On the finite basis property of T-spaces over a field of finite characteristic 225
19. On the conjecture of the resolution of a finite set of points in projective space 229
20. Lie nilpotency: recognition and word problem 237
21. Annihilators of power values of a derivation 241
22. Modules with Krull and Gabriel dimensions over rings and algebras with polynomial identities 249
23. A Lie algebra with cohomological dimension one over a field of prime characteristic is not necessarily free 257
24. Extended centroid of Ore extensions and injective ring endomorphisms 265
25. Polylinear recurring sequences over modules and quasi-Frobinus modules 283
26. On semi-endomorphism near-rings of non-abelian groups of order pq 299
27. Local structure of linearly compact algebras and local finiteness of coalgebras 307
28. Azumaya algebras in skew group rings 317
29. On distributive rings and modules 323
30. Chains of motley gems–and their Wiener indices 329