Monoids over which all flat cyclic right acts are strongly flat

Author:

Bulman-Fleming Sydney,Normak Peeter

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference19 articles.

1. Bulman-Fleming, S. and K. McDowell,Absolutely, flat semigroups Pac. J. Math.107 (1983), 319–333.

2. Bulman-Fleming, S. and K. McDowell,A characterization of left cancellative monoids by flatness properties, Semigroup Forum40 (1990), 109–112.

3. Bulman-Fleming, S.,Flat and strongly flat S-systems, Communications in Algebra20 (9) (1992), 2553–2567.

4. Fleischer, V.,Flat relative to diagram acts, Summaries of the conference “Theoretical and Applied Problems of Mathematics”, Tartu 1980, 17–19 (Russian).

5. Fleischer, V.,Completely flat monoids, Tartu Riikl Ul. Toimetised610 (1982), 38–52 (English Translation: Amer. Math. Soc. Transl. (2)142 (1989), 19–31).

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1. Model-theoretic properties of free, projective, and flat S-acts;Journal of Mathematical Sciences;2009-12-15

2. On flatness properties of cyclic S-posets;Semigroup Forum;2007-10-09

3. On flatness of acts;Semigroup Forum;2003-06-13

4. Flat acts that satisfy condition (P);Semigroup Forum;1999-09

5. Monoids over which all strongly flat left acts are regular;Communications in Algebra;1998-01

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