For M diffeomorphic to CP^n with scal_g ≥ 4n(n+1), sys_2^st(M,g) ≤ π with equality only for the Fubini-Study metric.
The odd Chern character in cyclic homology and spectral flow
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Stable $2$-systoles, scalar curvature and spin$^c$ comass bounds
For M diffeomorphic to CP^n with scal_g ≥ 4n(n+1), sys_2^st(M,g) ≤ π with equality only for the Fubini-Study metric.