In our earlier article (Can and Sakran in Port Math 81 (1–2): 21–55, 2024) we initiated a
study of the complement-finite submonoids of the group of integer points of a unipotent …

Let S be a numerical semigroup.• Multiplicity m (S) is the smallest non-zero number in S.•
Gap set G (S) is the set of elements of the complement of S in Z≥ 0. Genus g (S) is the …

Blowup and Arf Unipotent Monoids Page 1 Blowup and Arf Unipotent Monoids Naufil Sakran
Joint work with Dr. Mahir Bilen Can Department of Mathematics Tulane University June 5, 2024 …

Classifying Irreducible Unipotent Numerical Monoids into Symmetric and Pseudo Symmetric
Monoids Page 1 Classifying Irreducible Unipotent Numerical Monoids into Symmetric and …

Let S be a numerical semigroup.• Multiplicity m (S) is the smallest non-zero number in S.•
Gap set G (S) is the set of elements of the complement of S in Z≥ 0. Genus g (S) is the …

The posterintends to introduce the generalization of the theoryof numerical semigroups to
the theoryofunipotent numerical semigroups. Wewere able to naturally extend the …

Unipotent Wilf Conjecture Page 1 Unipotent Wilf Conjecture Mahir Bilen Can 1 Naufil Sakran 2
Combinatorial Algebra meets Algebraic Combinatorics 2023 Wilf Conjecture Let S be a …