4 problems

Let $\boldsymbol{\eta}$ be a profile, let $C\in\mathcal{F}$ be a polynomial in fields and their derivatives, and let $\Psi,\Psi'\in\mathcal{D}_2$. A renormalization scheme for time…

Adiabatic limit conjecture. If there is a positive section $h$ of ${\cal H}_{\chi}$ which avoids excess $-2$ classes, then for sufficiently large $R$ there is a closed positive $3$…

Let $\Sigma$ be the underlying compact Riemann surface, let $\nu_{k,0}(s)$ be the relevant open subset of the vortex moduli space, and let … be the diffeomorphic correspondence. Le…

Let $H$ be the coupled Hamiltonian, let $P^{d}(H)$ be the projection onto the subspace generated by the discrete eigenfunctions of $H$, and let ${\varrho}_{\alpha}(t)$ denote the t…