A CHARACTERIZATION OF ALMOST DEDEKIND DOMAINS IN VIEW OF STRONG REPRESENTABILITY

Author:

Pakyari Neda,Rostami Esmaeil,Nekooei Reza

Publisher

Rocky Mountain Mathematics Consortium

Subject

General Mathematics

Reference10 articles.

1. [1] L. Fuchs and L. Salce, Modules over valuation domains, Lecture Notes in Pure and Applied Mathematics 97, Marcel Dekker, New York, 1985.

2. [2] R. W. Gilmer, Multiplicative ideal theory, Queen’s Papers in Pure and Applied Mathematics 12, Queen’s University, Kingston, ON, 1968.

3. [3] T. Y. Lam, Lectures on modules and rings, Graduate Texts in Mathematics 189, Springer, New York, 1999.

4. [4] I. G. Macdonald, “Secondary representation of modules over a commutative ring”, pp. 23–43 in Symposia mathematica, XI (Rome, 1971), Academic, London, 1973.

5. [5] N. Pakyari, R. Nekooei, and E. Rostami, “On secondary and representable modules over almost Dedekind domains”, Comm. Algebra 48:9 (2020), 3891–3903.

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