4 problems

Let $m$ be the complex dimension, let $m\leq q\leq 2m$, and let $Y_{2m-q}$, $\Delta(\lambda)$, $\Delta(\xi)$ and the integration variables be as in the source's preceding definitio…

Monotonicity conjecture. The coefficients satisfy

Let $(L,h)\to(M,\omega_h)$ be a positive holomorphic line bundle over a compact Kähler manifold of complex dimension $m$, and let $\beta_{2q}(m)$ be the universal coefficient of th…

Let $(L,h)$ be a positive Hermitian line bundle over a compact Kähler manifold $M$ of complex dimension $m$, and let $\beta_2(m)$ be the universal coefficient multiplying the Calab…