On spherical classes in H_*QX
classification
🧮 math.AT
keywords
classessphericalwhenbordismboundcomplexconjecturecontrol
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We give an upper bound on the set of spherical classes in $H_*QX$ when $X = P,S^1$. This is related to the Curtis conjecture on spherical classes in $H_*Q_0S^0$. The results also provide some control over the bordism classes on of immersions when $X$ is a Thom complex.
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