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y=ln(lnx)
lnx > 0
Domain is x > 1 (assuming that base of log in lnx is e and if base is greater than 1, than log function is an increasing function))
y= 1/[ln(lnx)-1]
lnx > 0, --> x>1
also, ln(lnx) cannot be equal to 1. So, lnx cannot be equal to e. So, x cannot be equal to e^e.
so domain is all values of x greater than 1 except e^e, i.e.,
x = (1,infinity) - {e^e}
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