2 problems

Let $X^m$ be a compact enlargeable manifold immersed in the unit ball $B^n(1)$, with $n>m$. Let $J_\nu$ be the Bessel function of order $\nu=\frac n2-1$, and let $j_\nu$ denote its…

Let $V$ be a closed $n$-manifold and let $\mathscr F$ be a smooth foliation equipped with a leafwise Riemannian metric $g_{\mathscr F}$, meaning a smooth bundle metric on the integ…