We calculate the distribution of the sextuple statistic over the hyperoctahedral group Bn that involves the flag-excedance and flag-descent numbers “fexc” and “fdes, ” the flag-major index “fmaj, ” the positive and negative fixed point numbers “fix+ ” and “fix− ” and the negative letter number “neg. ” Several specializations are considered. In particular, the joint distribution for the pair (fexc, fdes) is explicitly derived. 1
AbstractWe introduce a natural extension of Adin, Brenti, and Roichman’s major-index statistic nmaj ...
We define a new statistic on the even hyperoctahedral groups which is a natural analogue of the odd...
We define a new statistic on the even hyperoctahedral groups which is a natural analogue of the odd...
We calculate the distribution of the sextuple statistic over the hyperoctahedral group Bn that invol...
Stasinski A, Voll C. A New Statistic on the Hyperoctahedral Groups. The Electronic Journal of Combin...
We introduce a new statistic on the hyperoctahedral groups (Coxeter groups of type B), and give a co...
AbstractAdin, Brenti, and Roichman [R.M. Adin, F. Brenti, Y. Roichman, Descent numbers and major ind...
AbstractWe derive multivariate generating functions that count signed permutations by various statis...
AbstractWe derive multivariate generating functions that count signed permutations by various statis...
Abstract. In a recent paper, Stasinski and Voll introduced a length-like statistic on hyperoctahedra...
International audienceIt is known that the normalized volume of standard hypersimplices (defined as ...
International audienceIt is known that the normalized volume of standard hypersimplices (defined as ...
AbstractWe introduce and study three new statistics on the hyperoctahedral group Bn and show that th...
We introduce a new statistic on the hyperoctahedral groups (Coxeter groups of type B), and give a co...
McMahon’s result that states the length and major index statis-tics are equidistributed on the symme...
AbstractWe introduce a natural extension of Adin, Brenti, and Roichman’s major-index statistic nmaj ...
We define a new statistic on the even hyperoctahedral groups which is a natural analogue of the odd...
We define a new statistic on the even hyperoctahedral groups which is a natural analogue of the odd...
We calculate the distribution of the sextuple statistic over the hyperoctahedral group Bn that invol...
Stasinski A, Voll C. A New Statistic on the Hyperoctahedral Groups. The Electronic Journal of Combin...
We introduce a new statistic on the hyperoctahedral groups (Coxeter groups of type B), and give a co...
AbstractAdin, Brenti, and Roichman [R.M. Adin, F. Brenti, Y. Roichman, Descent numbers and major ind...
AbstractWe derive multivariate generating functions that count signed permutations by various statis...
AbstractWe derive multivariate generating functions that count signed permutations by various statis...
Abstract. In a recent paper, Stasinski and Voll introduced a length-like statistic on hyperoctahedra...
International audienceIt is known that the normalized volume of standard hypersimplices (defined as ...
International audienceIt is known that the normalized volume of standard hypersimplices (defined as ...
AbstractWe introduce and study three new statistics on the hyperoctahedral group Bn and show that th...
We introduce a new statistic on the hyperoctahedral groups (Coxeter groups of type B), and give a co...
McMahon’s result that states the length and major index statis-tics are equidistributed on the symme...
AbstractWe introduce a natural extension of Adin, Brenti, and Roichman’s major-index statistic nmaj ...
We define a new statistic on the even hyperoctahedral groups which is a natural analogue of the odd...
We define a new statistic on the even hyperoctahedral groups which is a natural analogue of the odd...