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In the question given above, H is the mean curvature of the immersed complex projective space in the Euclidean m-space
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A compact submanifold lying in a hypersphere Sm of a Euclidean (m+1)-space Em+1 is call mass-symmetric if the center of mass of M is the center of the hypersphere.
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For a compact symmetric space M, the 2-number #2(M) is the maximal possible cardinality of a subset A2(M) of M such that the point symmetry sx fixes every point of A2(M) for every x ∈ A2(M) (see...
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