'Traversal' presentation slideshows

CS361

Week 6 - Monday. CS361. Last time. What did we talk about last time? Visual appearance Lights Materials Sensors. Questions?. Project 2. Week 1: Color and XNA. RGB. We will primarily focus on the RGB system for representing color

924 views • 76 slides

Morphology-2

Morphology-2. Sudeshna Sarkar Professor Computer Science & Engineering Department Indian Institute of Technology Kharagpur. Morphology in NLP. Analysis vs synthesis what does dogs mean? vs what is the plural of dog ? Analysis Need to identify lexeme Tokenization

1.23k views • 71 slides

More Flexible Software By Favoring Implicit Calls and Implicit Communication

More Flexible Software By Favoring Implicit Calls and Implicit Communication. by Karl Lieberherr Northeastern University, CCIS/PRL Joint work with Bryan Chadwick, Ahmed Abdelmeged and Therapon Skotiniotis. Overview. Why is traversal abstraction important?

688 views • 56 slides

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

Depth-First Search. In-order Traversal: Left Child - Root - Right Child. Alyce Brady CS 470: Data Structures CS 510: Computer Algorithms . In-order Traversal: Left Child - Root - Right Child. A. B. C. D. E. F. G. H. I. J. K. L. M. N. O.

529 views • 46 slides

For John

For John. DAJ (temporary name for AspectJ with traversals). planned to be added to AspectJ provides an efficient implementation of traversals using the AP library we have also added traversals to Java but implementation is very slow (using reflection)

378 views • 24 slides

Foundation of Computing Systems

Foundation of Computing Systems. Lecture 1 Arrays and Matrices. Arrays. An array is a finite, ordered and collection of homogeneous data elements Finite: because it contains only limited number of elements

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Discussion with Gregor Kiczales at UBC

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SIP and NAT

SIP and NAT. Dr. Jonathan Rosenberg Cisco Fellow. Network Address Translation (NAT) Creates address binding between internal private and external public address Modifies IP Addresses/Ports in Packets Benefits Avoids network renumbering on change of provider

414 views • 20 slides

???? Trees

???? Trees. ??????? (Terminology). ??????? (Definition). A tree consists of a node, called its root, and zero or more subtrees, each of which is itself a tree. ????????? ( Traversal ). ?????? (Preorder traversal) ?????? (Postorder traversal) ?????? (Inorder traversal). ?????

476 views • 20 slides

An Analysis of the Skype Peer-to-Peer Internet Telephony Protocol

352 views • 18 slides

Trees

Trees. A tree's a tree. How many more do you need to look at? --Ronald Reagan. Tree Rules. One root Each node may have 1 or more children Each node except the root has exactly 1 parent Moving up a tree to each parent leads to the root. root. parent. leaf. child. leaf. Tree Example.

260 views • 16 slides

Linked Lists

Linked Lists. Linked list : a list of items (nodes), in which the order of the nodes is determined by the address, called the link , stored in each node. Link field in last node is NULL. Linked Lists (continued). Example:

1.3k views • 16 slides

Problem with Java and

Problem with Java and. how it causes a problem for DJ. Problem with Java and DJ. What is coming is not about a problem of DJ but about a problem with Java: the lack of parameterized classes.

217 views • 16 slides

Preorder Traversal with a Stack

Preorder Traversal with a Stack. Push the root onto the stack. While the stack is not empty pop the stack and visit it push its two children. 14. 14 84 13 53 06 99 72 43 33 64 97 51 25. Stack. 14. 43. 84. 16. 33. 97. 13. 72. 53. 99. 64. Preorder Traversal with a Stack.

204 views • 13 slides

Preorder Traversal with a Stack

Preorder Traversal with a Stack. Push the root onto the stack. While the stack is not empty pop the stack and visit it push its two children. 14. 14 84 13 53 06 99 72 43 33 64 97 51 25. Stack. 14. 43. 84. 16. 33. 97. 13. 72. 53. 99. 64. Preorder Traversal with a Stack.

215 views • 13 slides

Tree Traversal

Tree Traversal. +. Inorder traversal: A/B*C*D+E ( LVR ) Infix form Preorder traversal: +**/ABCDE ( VLR ) Prefix form Postorder traversal: AB/C*D*E+ ( LRV ) Postfix form . *. E. *. D. 1. /. C. 2. 17. A. B. 3. 14. 18. 19. 4. 11. 15. 16. 8. 5. 12. 13. 6. 7. 9. 10.

488 views • 10 slides

Genome Encoding

Genome Encoding. 05/03/ 2013. Agenda. Codebase updates Codified genome. Codebase Updates. Forked project in order to develop composition strategies separately Intent to merge with Role transformations Separating strategies was not a good idea Made code overly complicated

177 views • 10 slides

MA/CSSE 473 Day 19

MA/CSSE 473 Day 19. Subset Generation. MA/CSSE 473 Day 19. HW 7 due today Exam 1 Thursday There will be significant time for your questions in tomorrow's class HW 8 has grace days to allow you to finish it early in the break if you wish.

244 views • 10 slides

Ics202 Data Structures

Ics202 Data Structures. A. C. B. D. E. F. G. The OutPut : PreOrder Traversal A B D E C F G InOrder Traversal D B E A F C G PostOrder Traversal D E B F G C A Breadth Traversal A B C D E F G.

171 views • 9 slides

STACK (Linear Stack) Traverse i.e. Printing all the elements of an Stack

STACK (Linear Stack) Traverse i.e. Printing all the elements of an Stack. A[4]. Traverse means printing all elements of stack. A[3]. To Traverse , we have to take temporary Stack. A[2]. A[1]. Firstly , we will print the element. A[0]. top= -1. Then Take out the element.

166 views • 6 slides