conormal en · ADJ
Etymology
From co- + normal.
Meanings
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(not-comparable) Whose corresponding vector field (covector) is normal
Given two closed submanifolds Q#95;0 and Q#95;1 of M and a real number k, we study the existence of Euler-Lagrange orbits with energy k connecting Q#95;0 to Q#95;1 and satisfying the conormal boundary conditions.
2015, Luca Asselle, “On the existence of Euler-Lagrange orbits satisfying the conormal boundary conditions”, in arXiv: