Home
About
Advanced Search
Browse by Discipline
Scientific Societies
E-print Alerts
Add E-prints
FAQ
•
HELP
•
SITE MAP
•
CONTACT US
Search
Advanced Search
Zeng, Jiang - Institut Camille Jordan, Université Claude Bernard Lyon-I
UNE INTERPOLATION DE PLUSIEURS NOMBRES CLASSIQUES ET FRACTIONS CONTINUES
New Euler--Mahonian statistics on permutations and words
ERATIONS DE PERMUTATIONS ET JFRACTIONS Abstract. ---In this paper, we evaluate the generating function of the symmetric group with respect
Polynomes d'Euler et Fractions continues de StieltjesRogers
The kExtensions of some new Mahonian Robert J. Clarke \Lambda
THE qSTIRLING NUMBERS, CONTINUED FRACTIONS AND THE qCHARLIER AND qLAGUERRE POLYNOMIALS
SOME EQUIDISTRIBUTED STATISTICS ON GENOCCHI PERMUTATIONS
Results in Mathematics A qANALOG OFNEWTON'S SERIES, STIRLING
WEIGHTED DERANGEMENTS AND THE LINEARIZATION COEFFICIENTS OF ORTHOGONAL SHEFFER POLYNOMIALS
THE GENERATING FUNCTION FOR THE DIFFERENCE IN EVEN AND ODD
A Ramanujan sequence that refines the Cayley formula for trees
Multinomial convolution polynomials D'epartement de Math'ematique, Universit'e Louis Pasteur,
SUR UNE EXTENSION DES NOMBRES D'EULER ET LES RECORDS DES PERMUTATIONS ALTERNANTES
Multinomial convolution polynomials Jiang Zeng
THE GENERATING FUNCTION FOR THE DIFFERENCE IN EVEN AND ODD
Results in Mathematics A q-ANALOG OF NEWTON'S SERIES, STIRLING
'ENUM'ERATIONS DE PERMUTATIONS ET J-FRACTIONS CONTINUES
SUR QUELQUES PROPRI'ET'ES DE SYM'ETRIE DES NOMBRES DE GENOCCHI
A Ramanujan sequence that refines the Cayley formula for trees
THE q-STIRLING NUMBERS, CONTINUED FRACTIONS AND THE q-CHARLIER AND q-LAGUERRE POLYNOMIALS
New Euler-Mahonian statistics on permutations and words
Polyn^omes d'Euler et Fractions continues de Stieltjes-Rogers
The k-Extensions of some new Mahonian statistics
SUR QUELQUES PROPRI ' ES DE SYM '
UNE INTERPOLATION DE PLUSIEURS NOMBRES CLASSIQUES ET FRACTIONS CONTINUES
SUR UNE EXTENSION DES NOMBRES D'EULER ET LES RECORDS DES PERMUTATIONS ALTERNANTES
WEIGHTED DERANGEMENTS AND THE LINEARIZATION COEFFICIENTS OF ORTHOGONAL SHEFFER POLYNOMIALS
SOME EQUIDISTRIBUTED STATISTICS ON GENOCCHI PERMUTATIONS
