Test of Convergence for the following series!

reference request – Sullivan minimal mannequin within the illustration of $H^1(V)neq 0$ Answer

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reference request – Sullivan minimal mannequin within the illustration of $H^1(V)neq 0$

Is there a unostentatious development of a minimal Sullivan mannequin? $ Lambda U rightarrow V $ in illustration that $ H ^ 1 (V) neq 0 $? Do you’ve a reference? I think about a leisurely build-up love at $ H ^ 1 (V) = 0 $ elucidate learn how to ration with the fresh phenomenon. Its actuality is mostly confirmed in Felix, Halperin, Thomas, Rational Homotopy Theory however I discover the proof on this unostentatious illustration very sophisticated and never clear sufficient (they show that relative Sullivan fashions live and that each relative Sullivan algebra is isomorphic to a product of a minimal relative Sullivan algebra and an acyclic algebra)

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