Advanced discrete mathematics / Steven J. Tedford, et al., contributors.
Material type:![Text](/opac-tmpl/lib/famfamfam/BK.png)
- 9781682502945
Item type | Current library | Collection | Call number | Status | Date due | Barcode | Item holds |
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DSSC LEARNING RESOURCE CENTER | Circulation | Cir./511/Ad95 (Browse shelf(Opens below)) | Available | 007890 |
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Cir./382.1/L615/c2016 Real- world economic policy : | Cir./427/T76 International English : | Cir./430.7/R275 Review text in German first year/ | Cir./511/Ad95 Advanced discrete mathematics / | Cir./511/P756 Mathematical modeling / | Cir./511/P886 Fundamentals of discrete mathematics / | Cir./511/St34 Discrete mathematics for computer scientists / |
Includes index.
Contents: Rank functions of fuzzy greedoids. -- On the signed domination number of the Cartesian product of two directed cycles. -- A combinatorial analysis of tree-like sentences. -- Independence number in trees. -- Every tiling of the first quadrant by Ribbon L n-Ominoes follows the rectangular pattern. -- Combinatorial interpretation of Raney numbers and tree enumerations. -- Generalized legendre-stirling numbers. -- On a 3-way combinatorial identity. -- The antimedian function on paths. -- Classification of the subsets Bn, and the aditive channels. -- Some results on prime labeling. -- Closure for spanning trees with K-ended stems. -- The paired assignment problem. -- Symmetric identities from an invariant in partition conjugation and their applications in q-Series. -- New bounds on tenacity of graphs with small genus. -- The number of digraphs with cycles of length k. -- Equidistribution in sharing games. -- General cyclic orthogonal double covers of finite regular circulant graphs. -- Balance in random trees. -- Knight's tours on 3x n chessboards with a single square removed. -- Reverse total signed vertex domination in graphs. -- On a number of colors in cyclically interval edge colorings of simple cycles. -- Characterization and construction of permutation graphs. -- A note on a combinatorial conjecture. -- Polynomial generalizations and combinatorial interpretations for sequences including the Fibonacci and Pell numbers. -- Formularless logic function. -- Relations and function.
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