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Secant tree calculus
FOATA, Dominique - Personal Name
HAN, Guo-Niu - Personal Name
A true Tree Calculus is being developed to make a joint study of the two statistics “eoc” (end of minimal chain) and “pom” (parent of maximum leaf) on the set of secant trees. Their joint distribution restricted to the set {eoc − pom ≤ 1} is shown to satisfy two partial difference equation systems, to be symmetric and to be expressed in the form of an explicit three-variable generating function.
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| EB00000003298K | Available |
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NONE
Detail Information
Content Type
E-Jurnal
Media Type
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Subject(s)
Tree Calculus
Partial difference equations
Binary increasing labeled trees
Secant and tangent trees
End of minimal chain
Parent of maximum leaf
Bivariate distributions
Secant numbers
Entringer distribution
Alternating permutations
Specific Detail Info
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Statement of Responsibility
Dominique Foata , Guo-Niu Han
No other version available
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