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    Betti Numbers, Grobner Basis And Syzygies For Certain Affine Monomial Curves 

    Sengupta, Indranath (Indian Institute of Science, 2007-03-30)
    Let e > 3 and mo,... ,me_i be positive integers with gcd(m0,... ,me_i) = 1, which form an almost arithmetic sequence, i.e., some e - 1 of these form an arithmetic progression. We further assume that m0,... ,mc_1 generate ...

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    AuthorSengupta, Indranath (1)SubjectAlgebreic Geometry (1)Betti Number (1)
    Curves (1)
    Grobner Basis (1)Manomials (1)Mathematics (1)Minimal Free Resolution (1)Syzygies (1)... View MoreDate Issued2007 (1)Has File(s)Yes (1)

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