most citedThe cover pebbling theorem

2 citations · 3 across the 7 of their papers we have counts for

collaborators

7 papers

math.CO2005

On the sign-imbalance of skew partition shapes

Jonas Sjostrand

Let the sign of a skew standard Young tableau be the sign of the permutation you get by reading it row by row from left to right, like a book. We examine how the sign property is t…

math.CO2004

Optimal stopping in a two-sided secretary problem

Kimmo Eriksson, Jonas Sjostrand, Pontus Strimling

In the "secretary problem", well-known in the theory of optimal stopping, an employer is about to interview a maximum of N secretaries about which she has no prior information. Cho…

math.CO2004

Note on the lamp lighting problem

Henrik Eriksson, Kimmo Eriksson, Jonas Sjostrand

We answer some questions concerning the so called sigma-game of Sutner. It is played on a graph where each vertex has a lamp, the light of which is toggled by pressing any vertex w…

math.CO2004

Exact expectations for random graphs and assignments

Henrik Eriksson, Kimmo Eriksson, Jonas Sjostrand

For a random graph on n vertices where the edges appear with individual rates, we give exact formulas for the expected time at which the number of components has gone down to k and…

math.CO2004

Expected number of inversions after a sequence of random adjacent transpositions

Henrik Eriksson, Kimmo Eriksson, Jonas Sjostrand

In the evolution of a genome, the gene sequence is sometimes rearranged, for example by transposition of two adjacent gene blocks. In biocombinatorics, one tries to reconstruct the…

math.CO20041 cited

Conjectures on three-dimensional stable matching

Kimmo Eriksson, Jonas Sjostrand, Pontus Strimling

We consider stable three-dimensional matchings of three categories of agents, such as women, men and dogs. This was suggested long ago by Knuth (1976), but very little seems to hav…