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math.SG2012★ 3 cited
The topology of the space of J-holomorphic maps to CP^2
Jeremy Miller
The purpose of this paper is to generalize a theorem of Segal from [Seg79] proving that the space of holomorphic maps from a Riemann surface to a complex projective space is homolo…
math.SG2011★ 1 cited
Homological stability properties of spaces of rational J-holomorphic curves in P^2
Jeremy Miller
In a well known work [Se], Graeme Segal proved that the space of holomorphic maps from a Riemann surface to a complex projective space is homology equivalent to the corresponding c…