subminimality

From sub- +‎ minimality.

subminimality

1. (mathematics) The condition of being subminimal
   • 2015, Qianyun Miao, Changyou Wang, Yuan Zhou, “Uniqueness of absolute minimizers for ${\displaystyle L^{\infty }}$-functionals involving Hamiltonians ${\displaystyle H(x,p)}$”, in arXiv‎^[1]:

     The proofs rely on geometric structure of the action function ${\displaystyle {\mathcal {L}}_{t}(x,y)}$ induced by ${\displaystyle H}$, and the identification of the absolute subminimality of ${\displaystyle u}$ with convexity of the Hamilton-Jacobi flow ${\displaystyle t\mapsto T^{t}u(x)}$.