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\begin{center}{\huge Simplified Fine Structure?}\end{center}
\begin{center}{\large Bill Mitchell}\end{center}
\begin{center}{\large University of Florida at Gainesville}\end{center}

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    Jensen's discovery of fine structure has given us the covering lemma,
    the square principles, and many other combinatorial principles.  It
    works in L on up through models with Woodin cardinals.  

    In the intervening time, a number of people have worked on
    simplifications of some of these results.  I will argue that, in
    fact, Jensen got it right the first time.

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