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University of Memphis Digital Commons University of Memphis

Home > Colleges & Schools > CAS > Mathematical Sciences > SPECCOLL-FAUDREERJ

Ralph J. Faudree

Ralph J. Faudree

 

Publications of Dr. Ralph J. Faudree (1939-2015). A world-class research mathematician in the area of graph theory, Dr. Faudree joined Memphis State University in 1971. He served as Chair of the Department of Mathematical Sciences (1983-1994), Dean of the College of Arts and Sciences (1995-2000), University Provost (2001-2012), and Interim-President (2000-2001).

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  • On a Class of Degenerate Extremal Graph Problems

    On a Class of Degenerate Extremal Graph Problems

  • On a Neighborhood Condition Implying the Existence of Disjoint Complete Graphs

    On a Neighborhood Condition Implying the Existence of Disjoint Complete Graphs

  • On Cycle-Complete Graph Ramsey Numbers

    On Cycle-Complete Graph Ramsey Numbers

  • On Forbidden Pairs Implying Hamilton-Connectedness

    On Forbidden Pairs Implying Hamilton-Connectedness

  • On Graphs G for which all Large Trees are G-Good

    On Graphs G for which all Large Trees are G-Good

  • On Graphs of Irregularity Strength 2

    On Graphs of Irregularity Strength 2

  • On Graphs with Ramsey-Infinite Blocks

    On Graphs with Ramsey-Infinite Blocks

  • On Independent Generalized Degrees and Independence Numbers in K(1,m)-Free Graphs

    On Independent Generalized Degrees and Independence Numbers in K(1,m)-Free Graphs

  • On k-Linked Graphs

    On k-Linked Graphs

  • On k-Ordered Graphs

    On k-Ordered Graphs

  • On Local and Global Independence Numbers of a Graph

    On Local and Global Independence Numbers of a Graph

  • On Ramsey-Minimal Graphs

    On Ramsey-Minimal Graphs

  • On Ramsey Numbers Involving Starlike Multipartite Graphs

    On Ramsey Numbers Involving Starlike Multipartite Graphs

  • On Some Ramsey Type Problems Connected with Paths, Cycles and Trees

    On Some Ramsey Type Problems Connected with Paths, Cycles and Trees

  • On the Ascending Subgraph Decomposition Problem

    On the Ascending Subgraph Decomposition Problem

  • On the Book Size of Graphs with Large Minimum Degree

    On the Book Size of Graphs with Large Minimum Degree

  • On the Circumference of a Graph and its Complement

    On the Circumference of a Graph and its Complement

  • On the Difference Between Consecutive Ramsey Numbers

    On the Difference Between Consecutive Ramsey Numbers

  • On the Extremal Number of Edges in 2-Factor Hamiltonian Graphs

    On the Extremal Number of Edges in 2-Factor Hamiltonian Graphs

  • On the Ramsey Number of the Five-spoked Wheel

    On the Ramsey Number of the Five-spoked Wheel

  • On the Rotation Distance of Graphs

    On the Rotation Distance of Graphs

  • Panarboreal Graphs

    Panarboreal Graphs

  • Pancyclic Graphs—Connected Ramsey Number

    Pancyclic Graphs—Connected Ramsey Number

  • Pancyclic Graphs and Linear Forests

    Pancyclic Graphs and Linear Forests

  • Pancyclism and Small Cycles in Graphs

    Pancyclism and Small Cycles in Graphs

 

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