Schälbare Cohen-Macauley-Komplexe und ihre Parametrisierung (original) (raw)

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Literatur

  1. Bruggesser, H., Mani, P.: Shellable decompositions of cells and spheres. Math. Scad.29, 197–205 (1972)
    Google Scholar
  2. Danaraj, G., Klee, V.: Which spheres are shellable? Ann. of Discrete Math.2, 33–52 (1978)
    Google Scholar
  3. Hochster, M.: Rings of invariants of tori, Cohen-Macauley rings generated by monomials, and polytopes. Ann. of Math. Ser. II96, 318–337 (1972)
    Google Scholar
  4. Kleinschmidt, P.: Eine geometrische Interpretation einer Ringinvarianten. Preprint 1978
  5. McMullen, P.: The maximum numbers of faces of a convex polytope. Mathematika17, 179–184 (1970)
    Google Scholar
  6. McMullen, P., Shephard, G.C.: Convex Polytopes and the Upper Bound Conjecture. London Mathematical Society Lecture Note Series 3. Cambridge: Cambridge University Press 1971
    Google Scholar
  7. Reisner, G.A.: Cohen-Macauley Quotients of Polynomial Rings. Advances in Math.21, 40–49 (1976)
    Google Scholar
  8. Stanley, R.: The upper bound conjecture and Cohen-Macauley-rings. Studies in Appl. Math.54, 135–142 (1975)
    Google Scholar
  9. Storch, U.: Lokale Algebra und lokale Geometrie. Jber. Deutsch. Math.-Verein.79, 3, 87–135 (1977)
    Google Scholar

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Authors and Affiliations

  1. Mathematisches Institut der Ruhr-Universität Bochum, Universitätsstraße 150, D-4630, Bochum, Bundesrepublik Deutschland
    Bernd Kind & Peter Kleinschmidt

Authors

  1. Bernd Kind
  2. Peter Kleinschmidt

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Kind, B., Kleinschmidt, P. Schälbare Cohen-Macauley-Komplexe und ihre Parametrisierung.Math Z 167, 173–179 (1979). https://doi.org/10.1007/BF01215121

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