Key points are not available for this paper at this time.
If W 2n is a manifold with almost complex structure J: (W) ->(W) on its tangent bundle, then a conjugation on W is a smooth involution T: W 2n - W 2n whose differential anti-commutes with J", i.e., T*J"= -JT*. Examples of such actions are those induced by complex conjugation of coordinates in P n (C
Allan L. Edelson (Sat,) studied this question.