HIGHLIGHTS
- who: IJM and colleagues from the (UNIVERSITY) have published the paper: POWERS OF A PRODUCT OF COMMUTATORS AS PRODUCTS OF SQUARES, in the Journal: (JOURNAL)
- what: The authors show first that this equation has a solution for m=2n + 1, hence trivially for m ≥ 2n + 1.
SUMMARY
Lyndon et_al have shown that the product of n commutators in a nonabelian free group can be written as a product of 2n + 1 squares of elements and there are commutators for which the number 2n + 1 of squares is the minimum number such . . .
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