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1. Riemann zeta functions for Krull monoids.

2. The monoid of regular elements in commutative rings with zero divisors.

3. Equalizers and kernels in categories of monoids.

4. Some Characterizations of Krull Monoids.

5. A realization theorem for sets of lengths

6. Strong atoms in monadically Krull monoids.

7. A characterization of length-factorial Krull monoids.

11. Factorization theory of root closed monoids of small rank.

13. HIGHER-ORDER CLASS GROUPS AND BLOCK MONOIDS OF KRULL MONOIDS WITH TORSION CLASS GROUP.

14. Arithmetical characterization of class groups of the form ℤ/ nℤ ⊕ℤ/ nℤ via the system of sets of lengths.

15. The Extraction Degree of Cale Monoids.

16. PROJECTIVE MODULES AND DIVISOR HOMOMORPHISMS.

18. Equalizers and kernels in categories of monoids

19. A realization theorem for sets of lengths