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ON THE STRUCTURE OF GROUPS ENDOWED WITH A COMPATIBLE C-RELATION

GABRIEL LEHÉRICY
2018 Journal of Symbolic Logic (JSL)  

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2018 pre-print arXiv:1609.01909v4 fatcat:qbxz2vp2fzhjviap3xnmksa6va

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2018 accepted
arXiv:1609.01909v5 fatcat:uoudhr2lbvhsnkbbd5nj3z5yqe
2016 pre-print
arXiv:1609.01909v2 fatcat:5pldumdju5f5tjzbsziyt5vqhi
2016 pre-print
arXiv:1609.01909v1 fatcat:kdmyqfoo6zbolndahxbwcltsyu
2017 pre-print
arXiv:1609.01909v3 fatcat:mqomjp7azndfhgky2jbpq3vht4
AbstractWe use quasi-orders to describe the structure of C-groups. We do this by associating a quasi-order to each compatible C-relation of a group, and then give the structure of such quasi-ordered groups. We also reformulate in terms of quasi-orders some results concerning C-minimal groups given in [5].
doi:10.1017/jsl.2018.41 fatcat:judi3krhgzefhmwgj6i4hor2vm
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GABRIEL LEHÉRICY. "ON THE STRUCTURE OF GROUPS ENDOWED WITH A COMPATIBLE C-RELATION." Journal of Symbolic Logic (JSL) 83.3 (2018) 939-966