AbstractAn elementary technique is used for the enumeration of Dyck paths according to various parameters. For several of the considered parameters the generating function is expressed in terms of the Narayana function. Many enumeration results are obtained, some of which involve the Fine numbers
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
AbstractAn elementary technique is used for the enumeration of Dyck paths according to various param...
ABSTRACT: In the present paper we consider the statistic \number of udu's " in Dyck paths....
AbstractThis paper deals with the enumeration of Dyck paths according to the statistic “number of oc...
AbstractA bijection is introduced in the set of all Dyck paths of semilength n from which it follows...
International audienceWe present enumerative results on prefixes of skew Dyck paths by giving recurs...
International audienceWe present enumerative results on prefixes of skew Dyck paths by giving recurs...
AbstractThe statistics concerning the number of appearances of a string τ in Dyck paths as well as i...
of steps (1; 1) and (1; 1), which never passes below the x-axis. A peak at height k on a Dyck path i...
We find a bijection between bi-banded paths and peak-counting paths, applying to two classes of latt...
We find a bijection between bi-banded paths and peak-counting paths, applying to two classes of latt...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
The number of down-steps between pairs of up-steps in $k_t$-Dyck paths, ageneralization of Dyck path...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
AbstractAn elementary technique is used for the enumeration of Dyck paths according to various param...
ABSTRACT: In the present paper we consider the statistic \number of udu's " in Dyck paths....
AbstractThis paper deals with the enumeration of Dyck paths according to the statistic “number of oc...
AbstractA bijection is introduced in the set of all Dyck paths of semilength n from which it follows...
International audienceWe present enumerative results on prefixes of skew Dyck paths by giving recurs...
International audienceWe present enumerative results on prefixes of skew Dyck paths by giving recurs...
AbstractThe statistics concerning the number of appearances of a string τ in Dyck paths as well as i...
of steps (1; 1) and (1; 1), which never passes below the x-axis. A peak at height k on a Dyck path i...
We find a bijection between bi-banded paths and peak-counting paths, applying to two classes of latt...
We find a bijection between bi-banded paths and peak-counting paths, applying to two classes of latt...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
The number of down-steps between pairs of up-steps in $k_t$-Dyck paths, ageneralization of Dyck path...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
The number of down-steps between pairs of up-steps in kt-Dyck paths, a generalization of Dyck paths ...
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