Dear Gap Forum

I wants to compute bijective maps f  on right loop L  such that f(e)= e
and  f(x.y)= f(x')'. f(y) for all x  y in L, where (L, .) is a right loop
with unique inverses; that is, x' .x= e=x.x' for all x in S. Please
provide me a code for GAP.
I will be highly obliged

Akhilesh Chandra Yadav
Department Of Mathematics

M G kashi Vidyapith Varanasi
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