9 problems.
- A finite group is not the union of conjugates of a proper subgroup
- Classification of all groups with 99 elements
- A normal subgroup of a p-group intersects the center nontrivially
- Structure of Galois group when an intermediate field has degree 2
- Solvability by radicals for polynomials with V4 and S3 Galois groups
- Polynomial ring with constant coefficients in a subfield is Noetherian iff the extension is finite
- A simple ring with a minimal right ideal satisfies the minimum condition
- The center of a simple ring with identity is a field
- Example of a ring with right but not left minimum condition, and without nilpotent ideals