On the primeness of locally finite idempotent 3-permutability

Author:

Chicco Alberto

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference14 articles.

1. Barto, L., Opršal, J., Pinsker, M.: The wonderland of reflections. Israel J. Math. 223(1), 363–398 (2017)

2. Bentz, W., Sequeira, L.: Taylor’s modularity conjecture holds for linear idempotent varieties. Algebra Univ. 71(2), 101–107 (2014)

3. Chicco, A.: Prime Maltsev conditions and congruence n-permutability. PhD thesis, McMaster University, Ontario, Canada, (2018)

4. Chicco, A.: Special Hagemann relations and congruence n-permutable varieties. Preprint (2018)

5. Freese, R., Kiss, E., Valeriote, M.: Universal Algebra Calculator. www.uacalc.org (2011)

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1. On the use of majority for investigating primeness of 3-permutability;International Journal of Algebra and Computation;2022-11-21

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