Browsing ETD Collection by Subject "Combinatorial number theory"

Browsing ETD Collection by Subject "Combinatorial number theory"

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  • Cheng, Bo (1999)
    Let A = (aij) be an m x n matrix. There is a natural way to associate a poset PA with A. A jump in a linear extension of PA is a pair of consecutive elements which are incomparable in Pa. The jump number of A is the ...

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