Rings, Monoids and Module Theory

David F. Anderson, Dan Anderson and his Mathematics.- David F. Anderson, F. GOTTI, Bounded and Finite Factorization Domains.- A.A. ALTIDOR, H.E. BRUCH, J.R. JUETT, Factorization and Irreducibility in Modules.- M. ZAFRULLAH, On *-Potent Domains and *-Homogeneous Ideals.- M. GOTTI, M. M. TIRADOR, On the Set of Molecules of Numerical and Puiseux Monoids.- D. E. DOBBS, Where Some Inert Minimal Ring Extensions of A Commutative Ring Come From, II.- E. Abuosba and M. Ghanem, A Survey on EM Conditions.- David F. Anderson, Some Remarks on the D + M Construction.- Roy O. Quintero Contreras, On a Problem about Lowest Terms Domains Posed.- S. Kabbaj and F. Suwayyid, Regularity and Related properties in Tensor Products of Algebras over a Field.- L. KLINGLER, R. WIEGAND and S. WIEGAND, Tame-Wild Dichotomy for Commutative Noetherian Rings : A Survey.- H. ANDEZ-ESPIET, R.M. ORTIZ-ALBINO, On the Characterization of — Atoms.- D. D. ANDERSON, P. V. DANCHEV, Bounded Periodic Rings.- C. P. MOONEY, On Gracefully and Harmoniously Labeling Zero-Divisor Graphs.- T. ASIR, K. MANO, and M. SUBATHRA, A Survey on Genus of Selected Graphs from Commutative Rings.- DONG-IL LEE, A Computational Approach to Shephard Groups.- M. FARAG and R. P. TUCCI, BZS Near-Rings and Rings.<br><p></p>