= Haynes Miller
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<Haynes Miller> works in <algebraic topology>, <homotopy theory> and <homological algebra>. His early research helped develop <chromatic homotopy theory>, and his solution of the <Sullivan conjecture> connected questions about maps of spaces with the structure of <Lie groups>. His lecture notes and expository writing develop the <algebraic topology> used to turn geometric questions into calculations with algebraic invariants.https://math.mit.edu/directory/profile.html?pid=186[MIT profile, Research and Bio, chromatic research and Sullivan conjecture]{ref}
Identity source: https://math.mit.edu/directory/profile.html?pid=186
\Image[https://math.mit.edu/images/profile/miller_haynes2.png]
{title=Portrait of <Haynes Miller>}
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