Sorting : a distribution theory /
| Main Author: | |
|---|---|
| Format: | eBook |
| Language: | English |
| Published: |
New York :
John Wiley & Sons,
2000.
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| Subjects: | |
| Online Access: | Connect to the full text of this electronic book |
Table of Contents:
- Front Matter
- Sorting and Associated Concepts
- Insertion Sort
- Shell Sort
- Bubble Sort
- Selection Sort
- Sorting by Counting
- Quick Sort
- Sample Sort
- Heap Sort
- Merge Sort
- Bucket Sorts
- Sorting Nonrandom Data
- Epilogue
- Answers to Exercises
- Appendix: Notation and Standard Results from Probability Theory
- Bibliography
- Index
- Wiley-Interscience Series in Discrete Mathematics and Optimization.
- Sorting and Associated Concepts
- Sorting
- Selection
- Jargon
- Algorithmic Conventions
- Order
- Binary Trees
- Decision Trees
- Bounds on Sorting
- Lower Bounds on Sorting
- Upper Bounds on Sorting
- Bounds on Selection
- Lower Bounds on Selection
- Upper Bounds on Selection
- Random Permutations
- Records
- Inversions
- Cycles
- Runs
- An Analytic Toolkit
- The Saddle Point Method
- The Mellin Transform
- Poissonization
- The Dirichlet Transform
- Rice's Method
- Insertion Sort
- A General Framework
- A Sufficient Condition for Normality
- Linear Insertion Sort
- Binary Insertion Sort
- Shell Sort
- The Algorithm
- Streamlined Stochastic Analysis
- The Empirical Distribution Function
- The Brownian Bridge
- Using the Stochastic Tools
- Other Increment Sequences
- Bubble Sort
- The Algorithm
- A limit Law for Passes
- A Limit Law for Comparisons
- Selection Sort
- The Algorithm
- Analysis
- Sorting by Counting
- Count Sort
- Sorting by Counting Frequencies
- Quick Sort
- The Partitioning Stage
- Bookkeeping
- Quick Sort Tree
- Probabilistic Analysis of Quick Sort
- Quick Selection
- Hoare's Find
- Multiple Quick Select
- Sample Sort
- The Small Sample Algorithm
- The Large Sample Algorithm
- Heap Sort
- The Heap
- Sorting via a Heap
- Merge Sort
- Merging Sorted Lists
- Linear Merge
- Binary Merge
- The Hwang-Lin Merging Algorithm
- The Merge Sort Algorithm
- Distributions
- Bottom-Up Merge Sort
- Bucket Sorts.