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scientific article; zbMATH DE number 7666855
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scientific article; zbMATH DE number 7666855

    Statements

    instance of
    scholarly article
    0 references
    author
    Dickson Y. B. Annor
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    Michael S. Payne
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    publication date
    22 March 2023
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    full work available at URL
    https://arxiv.org/abs/2205.09304
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    http://ajc.maths.uq.edu.au/pdf/85/ajc_v85_p308.pdf
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    MaRDI profile type
    MaRDI publication profile
    0 references
    cites work
    There exist \(6n/13\) ordinary points
    0 references
    On sets defining few ordinary lines
    0 references
    Q5663020
    0 references
    Q3735854
    0 references
    Hirzebruch-type inequalities viewed as tools in combinatorics
    0 references
    On the number of regions determined by n lines in the projective plane
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    Into how many regions do \(n\) lines divide the plane if at most \(n - k\) of them are concurrent?
    0 references
    A \(t_k\) inequality for arrangements of pseudolines
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    LOGARITHMIC ORBIFOLD EULER NUMBERS OF SURFACES WITH APPLICATIONS
    0 references

    Identifiers

    Mathematics Subject Classification ID
    52C30
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    zbMATH DE Number
    7666855
    0 references
     

    Sitelinks

    Mathematics(1 entry)

    • mardi Publication:5883638
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    This page was last edited on 31 July 2024, at 18:14.
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