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Advances in Combinatorial Methods and Applications to Probability and Statistics

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Cover of 'Advances in Combinatorial Methods and Applications to Probability and Statistics'

Table of Contents

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    Book Overview
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    Chapter 1 Lattice Paths and Faber Polynomials
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    Chapter 2 Lattice Path Enumeration and Umbral Calculus
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    Chapter 3 The Enumeration of Lattice Paths With Respect to Their Number of Turns
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    Chapter 4 Lattice Path Counting, Simple Random Walk Statistics, and Randomization: An Analytic Approach
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    Chapter 5 Combinatorial Identities: A Generalization of Dougall’s Identity
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    Chapter 6 A Comparison Of Two Methods For Random Labelling of Balls by Vectors of Integers
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    Chapter 7 On The Ballot Theorems
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    Chapter 8 Some Results for Two-Dimensional Random Walk
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    Chapter 9 Random Walks on SL(2, F 2 ) and Jacobi Symbols of Quadratic Residues
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    Chapter 10 Rank Order Statistics Related to a Generalized Random Walk
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    Chapter 11 On a Subset Sum Algorithm and Its Probabilistic and Other Applications
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    Chapter 12 I and J Polynomials in a Potpourri of Probability Problems
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    Chapter 13 Stirling Numbers and Records
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    Chapter 14 Advances in Urn Models during the Past Two Decades
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    Chapter 15 A Unified Derivation of Occupancy and Sequential Occupancy Distributions
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    Chapter 16 Moments, Binomial Moments and Combinatorics
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    Chapter 17 Nonintersecting Paths and Applications in Queueing Theory
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    Chapter 18 Transient Busy Period Analysis of Initially Non-Empty M/G/l Queues—Lattice Path Approach
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    Chapter 19 Single Server Queueing System with Poisson Input: A Review of Some Recent Developments
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    Chapter 20 Recent Advances in the Analysis of Polling Systems
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    Chapter 21 Waiting Times and Number of Appearances of Events in a Sequence of Discrete Random Variables
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    Chapter 22 On Sooner and Later Problems Between Success and Failure Runs
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    Chapter 23 Distributions of Numbers of Success-Runs Until the First Consecutive k Successes in Higher Order Markov Dependent Trials
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    Chapter 24 On Multivariate Distributions of Various Orders Obtained by Waiting for the r-th Success Run of Length k in Trials With Multiple Outcomes
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    Chapter 25 A Multivariate Negative Binomial Distribution of Order k Arising When Success Runs are Allowed to Overlap
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    Chapter 26 The Joint Energy Distributions of the Bose-Einstein and of the Fermi-Dirac Particles
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    Chapter 27 On Modified q-Bessel Functions and Some Statistical Applications
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    Chapter 28 A q-Logarithmic Distribution
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    Chapter 29 Bernoulli Learning Models: Uppuluri Numbers
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    Chapter 30 Linear Nonparametric Tests Against Restricted Alternatives: The Simple-Tree Order and The Simple Order
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    Chapter 31 Nonparametric Estimation of the Ratio of Variance Components
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    Chapter 32 Limit Theorems for M-Processes Via Rank Statistics Processes
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Title
Advances in Combinatorial Methods and Applications to Probability and Statistics
Published by
Birkhäuser Boston, December 2012
DOI 10.1007/978-1-4612-4140-9
ISBNs
978-1-4612-4140-9, 978-1-4612-8671-4
Editors

Balakrishnan, N.