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Advances in Combinatorial Methods and Applications to Probability and Statistics
Overview of attention for book
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
Overall attention for this book and its chapters
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Mentioned by
syllabi
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institution with syllabi
wikipedia
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Wikipedia page
Citations
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19
Dimensions
Book overview
1. Lattice Paths and Faber Polynomials
2. Lattice Path Enumeration and Umbral Calculus
3. The Enumeration of Lattice Paths With Respect to Their Number of Turns
4. Lattice Path Counting, Simple Random Walk Statistics, and Randomization: An Analytic Approach
5. Combinatorial Identities: A Generalization of Dougall’s Identity
6. A Comparison Of Two Methods For Random Labelling of Balls by Vectors of Integers
7. On The Ballot Theorems
8. Some Results for Two-Dimensional Random Walk
9. Random Walks on SL(2, F 2 ) and Jacobi Symbols of Quadratic Residues
10. Rank Order Statistics Related to a Generalized Random Walk
11. On a Subset Sum Algorithm and Its Probabilistic and Other Applications
12. I and J Polynomials in a Potpourri of Probability Problems
13. Stirling Numbers and Records
14. Advances in Urn Models during the Past Two Decades
15. A Unified Derivation of Occupancy and Sequential Occupancy Distributions
16. Moments, Binomial Moments and Combinatorics
17. Nonintersecting Paths and Applications in Queueing Theory
18. Transient Busy Period Analysis of Initially Non-Empty M/G/l Queues—Lattice Path Approach
19. Single Server Queueing System with Poisson Input: A Review of Some Recent Developments
20. Recent Advances in the Analysis of Polling Systems
21. Waiting Times and Number of Appearances of Events in a Sequence of Discrete Random Variables
22. On Sooner and Later Problems Between Success and Failure Runs
23. Distributions of Numbers of Success-Runs Until the First Consecutive k Successes in Higher Order Markov Dependent Trials
24. On Multivariate Distributions of Various Orders Obtained by Waiting for the r-th Success Run of Length k in Trials With Multiple Outcomes
25. A Multivariate Negative Binomial Distribution of Order k Arising When Success Runs are Allowed to Overlap
26. The Joint Energy Distributions of the Bose-Einstein and of the Fermi-Dirac Particles
27. On Modified q-Bessel Functions and Some Statistical Applications
28. A q-Logarithmic Distribution
29. Bernoulli Learning Models: Uppuluri Numbers
30. Linear Nonparametric Tests Against Restricted Alternatives: The Simple-Tree Order and The Simple Order
31. Nonparametric Estimation of the Ratio of Variance Components
32. Limit Theorems for M-Processes Via Rank Statistics Processes
Summary
Syllabi
Wikipedia
Dimensions citations
This data is correct as of December 2015 - for more up to date information, please visit
https://opensyllabus.org/
So far, Altmetric has seen this research output assigned in
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syllabus from an institution on Open Syllabus Project.
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Course subject areas covered
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Philosophy