Several geometric and dynamical structures on 3-manifolds realize integral points on the boundary of the dual Thurston norm ball, with discussion of known results toward Thurston's Euler class conjecture.
On the existence of infinitely many essential surfaces of bounded genus
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Thurston norm and the Euler class
Several geometric and dynamical structures on 3-manifolds realize integral points on the boundary of the dual Thurston norm ball, with discussion of known results toward Thurston's Euler class conjecture.