Let $MU$ be the unitary Thom spectrum, then it gives a generalized cohomology,
 so what is the coefficients $MU^\*(point)$ like? 
Is it just the complex cobordism ring $\Omega\_U^\*?$



what does the coefficients ring of generalized cohomology defined by the unitary Thom spectrum like?
It is complex cobordism. Therefore the coefficient ring is a polynomial ring on a generator in each positive even degree.


