'Child node' diaporamas de présentation

CS50 WEEK 6

CS50 WEEK 6. Kenny Yu. Announcements. Problem Set 6 Walkthrough up Problem Set 4 [Sudoku] Returned Problem Set 5 [Bitmaps + Jpegs] to be returned soon My section resources are posted here: https://cloud.cs50.net/~kennyyu/section/. Agenda. Data Structures Stacks Queues Linked Lists

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Game Playing

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Student presentations (starting april 13th)

Student presentations (starting april 13th). Papers to select from. Coalitional Games in Open Anonymous Environments, by M. Yokoo, V. Conitzer, T. Sandholm, N. Ohta, and A. Iwasaki. In Proc. AAAI 2005.

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XML Technologies

XML Technologies. SAX and DOM. What is SAX?. Simple API for XML Used to parse XML But does not create a default object It just fires events when it detects objects such as open or close tags PCDATA or CDATA Comments entities. Example. Imagine the following document:

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Trees for spatial indexing

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Alyce Brady CS 470: Data Structures CS 510: Computer Algorithms

Breadth-First Binary Tree Traversal Algorithm. Alyce Brady CS 470: Data Structures CS 510: Computer Algorithms. Reminder: Breadth-First Traversal. A. B. C. D. E. F. G. A B C D E F G. breadth-first-traversal put root node onto a queue while the queue is not empty

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CMSC 471 Fall 2002

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Lecture 4 : JavaScript, Browsers & the HTML DOM-API

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JS: Document Object Model (DOM)

JS: Document Object Model (DOM). DOM stands for Document Object Model, and allows programmers generic access to: adding, deleting, and manipulating - of all styles, attributes, and elements in a document.

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A TREE BASED ALGEBRA FRAMEWORK FOR XML DATA SYSTEMS

A TREE BASED ALGEBRA FRAMEWORK FOR XML DATA SYSTEMS. Ali El bekai, Nick Rossiter School of Informatics, Northumbria University Email: ali.elbekai@unn.ac.uk , nick.rossiter@unn.ac.uk. Overview. Framework in algebra for processing XML data. Review related work

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Javascript II

Javascript II. DOM & JSON. In an effort to create increasingly interactive experiences on the web, programmers wanted access to the functionality of browsers directly.

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JS: Document Object Model (DOM)

JS: Document Object Model (DOM). DOM stands for Document Object Model, and allows programmers generic access to: adding, deleting, and manipulating - of all styles, attributes, and elements in a document.

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More on Trees

More on Trees. University. Fac. of Sci. & Eng. Law School. Bus. School. Math. Dept. CS Dept. EE Dept. ?. Linked Structure for Trees. A node is represented by an object storing Element Parent node Sequence of children nodes Node objects implement the Position ADT. B. ?. ?. A. D.

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Introduction to JavaScript and dom

Introduction to JavaScript and dom. Internet Engineering Spring 2012. Preface. Until now, introducing a little change causes the entire page to be reloaded from the server. Response. Please Wait. Submit. Preface. So we have problems on small and rapid page updates. Solutions?

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Storing XML using native storage

Storing XML using native storage. Presented by Molato Badr Supervised by Dr. H.Haddouti. Introduction. XML more frequently used ?development of systems that store and query xml data efficiently Research to improve system performance: Indexing paths Optimizing XML queries

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Project: IEEE P802.15 Working Group for Wireless Personal Area Networks (WPANs)

Project: IEEE P802.15 Working Group for Wireless Personal Area Networks (WPANs) Submission Title: [ Suggestion and discussion about some issues ] Date Submitted: [ March 18, 2008 ] Source: [ Chang Sub Shin, Soyoung Whang, Uncheal Jeong, Seongsoon Joo ] Company [ ETRI ]

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COMP 171 Data Structures and Algorithms

COMP 171 Data Structures and Algorithms. Tutorial 9 B-Trees. Node Structure. n[x] the number of keys it have leaf[x] return True if x is a leaf, otherwise, return False x.key[i] the value of the i-th key x.c[i] the i-th pointer to the child node. Properties. Minimum degree: t

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Recursive Noisy-OR

Recursive Noisy-OR. Authors : Lemmer and Gossink. Recursive Noisy-Or Model. A technique which allows combinations of dependent causes to be entered and used for estimating the probability of an effect Proposed by Lemmer and Gossink extension of basic Noisy-Or model.

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Tabs

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