'N elements' presentation slideshows

Discrete Mathematics 6 th edition, 2005

Discrete Mathematics 6 th edition, 2005. Chapter 6 Counting methods and the pigeonhole principle. Basic Principles Permutations and Combinations Algorithms for Generating Permutations and Combinations Introduction to Discrete Probability*

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Maintaining Stream Statistics Over Sliding Windows

522 views • 36 slides

CMPT 120 Algorithms

CMPT 120 Algorithms. Summer 2012 Instructor: Hassan Khosravi. Searching. Searching is an important program in computing

512 views • 35 slides

Union-Find Problem

593 views • 28 slides

Finding Similar Items

Finding Similar Items. Similar Items. Problem. Search for pairs of items that appear together a large fraction of the times that either appears, even if neither item appears in very many baskets. Such items are considered "similar" Modeling

594 views • 26 slides

Linear Data Structures

Linear Data Structures. Nelson Padua-Perez Chau-Wen Tseng Department of Computer Science University of Maryland, College Park. Linear Data Structures. Lists Linked list Doubly linked list Circular list Stack Queue Circular queue. Linked List. Properties

486 views • 25 slides

Cluster sampling

4.02k views • 23 slides

CSE 780: Design and Analysis of Algorithms

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A Sequence Similarity Search Algorithm Based on a Probabilistic Interpretation of an Alignment Scoring System

A Sequence Similarity Search Algorithm Based on a Probabilistic Interpretation of an Alignment Scoring System. Philipp Bucher and Kay Hofmann. Proc Int Conf Intell Syst Mol Biol. 1996;4:44-51. Goal. Modify Smith-Waterman (SW) algorithm such that it has a probabilistic interpretation.

410 views • 22 slides

ADTs, Collection, Iterable/Iterator Interfaces

ADTs, Collection, Iterable/Iterator Interfaces. Collections and the Java Collections API The Collection Interface and its Hierarchy The Iterable and Iterator Interfaces For-each Loops with Iterable Collections Introduction to Project 1 Reading: L&C 3.1, 7.1, and Project 1. Collections.

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Rank

528 views • 21 slides

Counting

Counting. Andreas Klappenecker. Counting. k = 0; for(int i=1; i<=m; i++) { for(int j=1; j<=n; j++) { k = k+1; } } // What is the value of k ? Answer: k=mn. Product Rule. Suppose that a procedure can be broken down into a sequence of two tasks.

453 views • 21 slides

Lower bound for sorting, radix sort

COMP171 Fall 2005. Lower bound for sorting, radix sort. Lower Bound for Sorting. Mergesort and heapsort worst-case running time is O(N log N) Are there better algorithms?

383 views • 20 slides