Study on stable Hamiltonian topology finds non-density of certain structures.
arXiv research
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The goal of the article is to provide different explicit quantifications of the non density of simple closed geodesics on hyperbolic surfaces. In particular, we show that within any embedded metric disk on a surface, lies a disk of radius only depending on the topology of the surface (and the size of the first embedded…
Non-compact manifolds prevent -stable mappings from being dense.
Classifies real-analytic SL(n,R) actions on closed manifolds.
This paper shows stable mappings are never dense on non-compact manifolds.
Density of smooth functions in Sobolev space on manifolds with curvature bounds.