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Stanle depth of path ideals associated to graphs / Raheel Farooki

By: Material type: TextTextPublication details: Lahore : Division of Science & Technology, University of Education, 2018Description: 104 p. CDISBN:
  • hbk
Subject(s): DDC classification:
  • 511.5 St249
Summary: We computed the Stanley depth of the quotient of edge ideal associated to Wheel graph, mth-power of wheel graph, gear graph, 2-level gear graph, Anti-web gear graph and 2-level Anti-web gear graph. We also computed the Stanley depth of the quotient of edge ideal of m-level gear graph, and m-level Anti-web gear graph. And we review the results of square cycle, square path, and also their general results.
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Theses Theses UE-Central Library 511.5 St249 (Browse shelf(Opens below)) Not for loan TTH115

We computed the Stanley depth of the quotient of edge ideal associated to Wheel
graph, mth-power of wheel graph, gear graph, 2-level gear graph, Anti-web gear
graph and 2-level Anti-web gear graph. We also computed the Stanley depth of the
quotient of edge ideal of m-level gear graph, and m-level Anti-web gear graph. And
we review the results of square cycle, square path, and also their general results.

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