Drafts

• Classification of generic distributions through convex integration (joint w/ F.J. Martínez-Aguinaga). We prove that hyperbolic (4,6) distributions satisfy the h-principle.
• h-Principle for knots tangent to bracket-generating distributions (joint w/ F.J. Martínez-Aguinaga). We prove the h-principle for tangent knots (assuming they are non-singular in the control-theoretic sense). This can be understood as (a particular case of) 1-dimensional convex integration in which ampleness is replaced by the bracket-generating condition.
• Wrinkling h-principles for integral submanifolds of jet spaces (joint w/ L. Toussaint). We prove various flexiblity statements for submanifolds tangent to the tautological distribution in jet space.