Pages that link to "Item:Q2517941"

The following pages link to Asymptotics and dimensional dependence of the number of critical points of random holomorphic sections (Q2517941):

Displaying 10 items.

• Scaled correlations of critical points of random sections on Riemann surfaces (Q452021) (← links)
• Critical points and supersymmetric vacua. I (Q850956) (← links)
• Expected number of critical points of random holomorphic sections over complex projective space (Q1651374) (← links)
• Critical points of holomorphic sections of line bundles and a spherical Gauss-Lucas theorem (Q2256832) (← links)
• Expected number and distribution of critical points of real Lefschetz pencils (Q2656654) (← links)
• Expected Euler characteristic of excursion sets of random holomorphic sections on complex manifolds (Q2841852) (← links)
• Lower estimates for the expected Betti numbers of random real hypersurfaces (Q2874651) (← links)
• Critical values of random analytic functions on complex manifolds (Q2926584) (← links)
• Metric dependence and asymptotic minimization of the expected number of critical points of random holomorphic sections (Q4930010) (← links)
• On the number of populations of critical points of master functions (Q5494816) (← links)