Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.lib.umich.edu/bitstream/2027.42/181413/2/0011263.pd
In this note we generalize the plane partition diamonds of Andrews, Paule, and Riese to plane partit...
In this note we generalize the plane partition diamonds of Andrews, Paule, and Riese to plane partit...
We answer some questions raised in [1]. In particular, we prove: (i) Let F be a compact subset of th...
Schröder M. Partition regular systems of linear inequalities. Ergänzungsreihe / Sonderforschungsbere...
AbstractIn his famous book “Combinatory Analysis” MacMahon introduced Partition Analysis as a comput...
Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue....
Gessel and Viennot have developed a powerful technique for enumerat-ing various classes of plane par...
AbstractWe introduce the partition polynomial of a finite set system, which generalizes the matching...
PhDChemistryUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.lib....
This dissertation presents extensions to theorems of R. H. Bing concerning partitions of continuous ...
Throughout our study of the enumeration of plane partitions we make use of bijective proofs to find ...
International audienceGiven a partially ordered set S, we define, for a linear extension P of S, a m...
Throughout our study of the enumeration of plane partitions we make use of bijective proofs to find ...
Reed and Seymour [1998] asked whether every graph has a partition into induced connected non-empty b...
We answer some questions raised in [1]. In particular, we prove: (i) Let F be a compact subset of th...
In this note we generalize the plane partition diamonds of Andrews, Paule, and Riese to plane partit...
In this note we generalize the plane partition diamonds of Andrews, Paule, and Riese to plane partit...
We answer some questions raised in [1]. In particular, we prove: (i) Let F be a compact subset of th...
Schröder M. Partition regular systems of linear inequalities. Ergänzungsreihe / Sonderforschungsbere...
AbstractIn his famous book “Combinatory Analysis” MacMahon introduced Partition Analysis as a comput...
Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue....
Gessel and Viennot have developed a powerful technique for enumerat-ing various classes of plane par...
AbstractWe introduce the partition polynomial of a finite set system, which generalizes the matching...
PhDChemistryUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.lib....
This dissertation presents extensions to theorems of R. H. Bing concerning partitions of continuous ...
Throughout our study of the enumeration of plane partitions we make use of bijective proofs to find ...
International audienceGiven a partially ordered set S, we define, for a linear extension P of S, a m...
Throughout our study of the enumeration of plane partitions we make use of bijective proofs to find ...
Reed and Seymour [1998] asked whether every graph has a partition into induced connected non-empty b...
We answer some questions raised in [1]. In particular, we prove: (i) Let F be a compact subset of th...
In this note we generalize the plane partition diamonds of Andrews, Paule, and Riese to plane partit...
In this note we generalize the plane partition diamonds of Andrews, Paule, and Riese to plane partit...
We answer some questions raised in [1]. In particular, we prove: (i) Let F be a compact subset of th...
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