Journal Title/Source
Publicationes Mathematicae Debrecen
Publication Date
2019
Volume
95
Page Numbers
477–486
Document Type
Journal Article
Department
Mathematics and Computer Science
Abstract
FRUTE loops are loops that satisfy the identity (x · xy)z = (y · zx)x. We show that locally finite FRUTE loops are precisely the products O × H, where O is a commutative Moufang loop in which all elements are of odd order, and H is a 2-group such that the derived subloop H0 is of exponent two and H0 ≤ Z(H).
Recommended Citation
Phillips, J.D., "THE FINAL MOUFANG VARIETY: FRUTE LOOPS" (2019). Journal Articles. 522.
https://commons.nmu.edu/facwork_journalarticles/522
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