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References
N. M. Ashcroft, N. D. Mermin,Solid State Physics, Holt-Saunders International Ed., 1976.
D. Bättig,A toroidal compactification of the two-dimensional Bloch-manifold, Diss. ETH-Zürich No. 8656, 1988.
D. Bättig, H. Knörrer, E. Trubowitz,A directional compactification of the complex Fermi surface, Comp. Math79 (1991), 205–229.
D. Gieseker, H. Knörrer, E. Trubowitz,The geometry of algebraic Fermi curves, to appear.
J. Jurkiewicz,Torus embeddings, polyhedra, k *-actions and homology, Diss. Math., Warschau 1985.
G. Kempf, F. Knudsen, D. Mumford, B. Saint-Donant,Toroidal embeddings I, Lecture notes in Math.339, Springer-Verlag 1973.
H. Knörrer, E. Trubowitz,A directional compactification of the complex Bloch variety, Comm. Math. Helv.65 (1990), 114–149.
P. van Moerbeke, D. Mumford,The spectrum of difference operators and algebraic curves, Acta Math.143 (1979), 93–154.
T. Oda, Convex bodies and algebraic geometry, an introduction to the theory of toric varieties, Springer-Verlag 1988.
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Bättig, D. A toroidal compactification of the Fermi surface for the discrete Schrödinger operator. Commentarii Mathematici Helvetici 67, 1–16 (1992). https://doi.org/10.1007/BF02566485
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DOI: https://doi.org/10.1007/BF02566485