ON THE NON-HOLONOMIC CHARACTER OF LOGARITHMS, POWERS, AND THE nTH PRIME FUNCTION PHILIPPE FLAJOLET, STEFAN GERHOLD, AND BRUNO SALVY Abstract. We establish that the sequences formed by logarithms and by “fractional” p

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• Integer sequences
• Differential topology
• Holonomic
• Logarithm
• Factorial
• Gamma function
• Complex number
• Exponentiation
• Riemann hypothesis
• Mathematics
• Mathematical analysis
• Combinatorics

Boltzmann Sampling of Unlabelled Structures Philippe Flajolet ∗ ´

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• Generating functions
• Integer sequences
• Probability-generating function
• Factorial
• Characteristic function
• Maxwell–Boltzmann distribution
• Ludwig Boltzmann
• Multiset
• Mathematics
• Mathematical analysis
• Combinatorics

Ayuda para padres que lo necesitan Ahora, usted tiene algo menos de qué preocuparse. Medicaid y CHIP ofrecen seguro de salud gratis o a bajo costo para niños y adolescentes. Los niños y

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THE ENUMERATION OF PRUDENT POLYGONS BY AREA AND ITS UNUSUAL ASYMPTOTICS NICHOLAS R. BEATON, PHILIPPE FLAJOLET, AND ANTHONY J. GUTTMANN Abstract. Prudent walks are special self-avoiding walks that never take a step toward

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• Complex analysis
• Euclidean plane geometry
• Polygon
• Area
• Pi
• Rational function
• Star polygon
• Geometry
• Mathematical analysis
• Algebraic geometry

Editorial Aprender a través de los sentidos. Si algo tiene el arte es que deleita, es decir, emociona. Producir este placer es, acaso, su mayor razón de existir. Probablemente, una de las habilidades básicas que no

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Digital Trees and Memoryless Sources: from Arithmetics to Analysis Philippe Flajolet1 , Mathieu Roux2,3 , and Brigitte Vall´ee2 1 2 3

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• Mathematics
• Spectrum
• Lp space
• Spectral theory of ordinary differential equations
• Markov chain
• Mathematical analysis
• Spectral theory
• Statistics

THE ENUMERATION OF PRUDENT POLYGONS BY AREA AND ITS UNUSUAL ASYMPTOTICS arXiv:1011.6195v1 [math.CO] 29 Nov[removed]NICHOLAS R. BEATON, PHILIPPE FLAJOLET, AND ANTHONY J. GUTTMANN

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• Complex analysis
• Euclidean plane geometry
• Polygon
• Area
• Pi
• Rational function
• Star polygon
• Geometry
• Mathematical analysis
• Algebraic geometry

THE SCIENTIFIC WORKS OF RAINER KEMP (1949–2004) PHILIPPE FLAJOLET, MARKUS NEBEL, AND HELMUT PRODINGER‡ Abstract. This short note presents a summary of the scientific contributions of Rainer Kemp (1949–2004) in the

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• Combinatorics
• Enumerative combinatorics
• Self-balancing binary search tree
• Binary search tree
• Tree
• B-tree
• Catalan number
• The Art of Computer Programming
• Random permutation statistics
• Binary trees
• Mathematics
• Computing

The Annals of Probability 2005, Vol. 33, No. 3, 1200–1233 DOI[removed]009117905000000026 © Institute of Mathematical Statistics, 2005 ANALYTIC URNS

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• Symbol
• Partial differential equation
• Urn problem
• Distribution
• Mathematical analysis
• Mathematics
• Generalized functions

COMBINATORIAL MODELS OF CREATION–ANNIHILATION arXiv:1010.0354v1 [math.CO] 2 Oct 2010 PAWEL BLASIAK AND PHILIPPE FLAJOLET

Source URL: algo.inria.fr

• Combinatorics
• Integer sequences
• Number theory
• Feynman diagram
• Partition
• Finite difference
• Formal power series
• Enumerative combinatorics
• Derivative
• Mathematics
• Mathematical analysis
• Diagrams