activity
20142018
most citedTensor Transpose and Its Properties

6 citations · 6 across the 6 of their papers we have counts for

collaborators

6 papers

math.CO2018

Counting Consecutive Pattern Matches in and

Ran Pan, Dun Qiu, Jeffrey Remmel

In this paper, we study the distribution of consecutive patterns in the set of 123-avoiding permutations and the set of 132-avoiding permutations, that is, in …

math.CO2017

Block patterns in generalized Euler Permutations

Ran Pan, Jeffrey Brian Remmel

Goulden and Jackson introduced a very powerful method to study the distributions of certain consecutive patterns in permutations, words, and other combinatorial objects which is no…

math.CO2016

Paired patterns in lattice paths

Ran Pan, Jeffrey B. Remmel

Let denote the set of all paths from to which consist of either unit north steps or unit east steps or, equivalently, the set of all words…

math.CO2015

Asymptotics for minimal overlapping patterns for generalized Euler permutations, standard tableaux of rectangular shape, and column strict arrays

Ran Pan, Jeffrey B. Remmel

A permutation in the symmetric group is minimally overlapping if any two consecutive occurrences of in a permutation can share at most one element. Bóna \cite{B}…

math.CO2015

A note on enumerating colored integer partitions

Ran Pan

In this short note, we give basic enumerative results on colored integer partitions.

math.NA2014★ 6 cited

Tensor Transpose and Its Properties

Ran Pan

Tensor transpose is a higher order generalization of matrix transpose. In this paper, we use permutations and symmetry group to define? the tensor transpose. Then we discuss the cl…