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McNamara, Peter - Department of Mathematics, Bucknell University
POSET EDGELABELLINGS AND LEFT MODULARITY PETER MCNAMARA AND HUGH THOMAS
EQUALITY OF P-PARTITION GENERATING Presented to the Faculty of
Infinite log-concavity: developments and conjectures
CYLINDRIC SKEW SCHUR FUNCTIONS PETER MCNAMARA
Infinite logconcavity: developments and conjectures
A Pieri rule for skew shapes Sami H. Assaf 1
P-partitions and a multi-parameter Klyachko Peter McNamara
Infinite Log-Concavity: Developments and Conjectures Peter McNamara and Bruce Sagan
NECESSARY CONDITIONS FOR SCHUR-POSITIVITY PETER R. W. MCNAMARA
POSITIVITY RESULTS ON RIBBON SCHUR FUNCTION DIFFERENCES
TOWARDS A COMBINATORIAL CLASSIFICATION OF SKEW SCHUR FUNCTIONS
P partitions and a multiparameter Klyachko Peter McNamara
TOWARDS A COMBINATORIAL CLASSIFICATION OF SKEW SCHUR FUNCTIONS
300 Building,The D2 Academic Activities C7
POSITIVITY RESULTS ON RIBBON SCHUR FUNCTION DIFFERENCES
Edge Labellings of Partially Ordered Sets Peter McNamara
Department of Mathematics, Bucknell University Academic Year 200607 STUDENTS' GUIDE TO CALCULUS OFFERINGS AT BUCKNELL
SOME POSITIVE DIFFERENCES OF PRODUCTS OF SCHUR FUNCTIONS
A Pieri rule for skew shapes Sami H. Assaf1
The Mobius function of generalized subword order Peter R. W. McNamara
MAXIMAL SUPPORTS AND SCHUR-POSITIVITY AMONG CONNECTED SKEW SHAPES
