Factorization problems in class number two

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1. [1] R. Gilmer, Commutative Semigroup Rings, Univ. of Chicago Press, Chicago 1984. 
2. [2] F. Halter-Koch, Halbgruppen mit Divisorentheorie, Exposition. Math. 8 (1990), 29-66. Zbl0698.20054
3. [3] F. Halter-Koch, Typenhalbgruppen und Faktorisierungsprobleme, Resultate Math. 22 (1992), 545-559. 
4. [4] F. Halter-Koch and W. Müller, Quantitative aspects of non-unique factorization: A general theory with applications to algebraic function fields, J. Reine Angew. Math. 421 (1991), 159-188. Zbl0736.11064
5. [5] J. Kaczorowski, Some remarks on factorizations in algebraic number fields, Acta Arith. 43 (1983), 53-68. Zbl0526.12006
6. [6] J. Knopfmacher, Abstract Analytic Number Theory, North-Holland, 1975. Zbl0322.10001
7. [7] E. Landau, Über Ideale und Primideale in Idealklassen, Math. Z. 2 (1918), 52-154. Zbl46.0259.01
8. [8] S. Lang, Algebraic Number Theory, Addison-Wesley, 1970. Zbl0211.38404
9. [9] W. Narkiewicz, Numbers with unique factorization in an algebraic number field, Acta Arith. 21 (1972), 313-322. Zbl0215.07301

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