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.
HF= HM, III : holomorphic curves and the differential for the ech/ H eegaard F loer correspondence
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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.