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In this paper we compute the singular homology of the space of immersions ofthe circle into the $n$-sphere. Equipped with Chas-Sullivan's loop productthese homology groups are graded commutative algebras, we also compute thesealgebras. We enrich Morse spectral sequences for fibrations of free loop spacestogether with loop products, this offers some new computational tools forstring topology.

Homology of spaces of regular loops in the sphere