'Algorithm 2' presentation slideshows

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: [ Header Length Comments] Date Submitted: [10 May, 2005] Source: [Vern Brethour] Company [Time Domain Corp.] Address [7057 Old Madison Pike; Suite 250; Huntsville, Alabama 35806; USA]

556 views • 45 slides

530 views • 41 slides

Gossip Algorithms and Implementing a Cluster/Grid Information service MsSys Course

Gossip Algorithms and Implementing a Cluster/Grid Information service MsSys Course. Amar Lior and Barak Amnon. Agenda. A short introduction to gossip algorithms Cluster/Grid Information services requirements How good is old information The distributed bulletin board model Implementation.

549 views • 38 slides

?????

?????. ?????????? ???? ???. ?? = ?? ?. Given a composition number k and a composition set S of n real number pairs s i = ( ? i , ? i ) , i = 1, 2, . . . , n , with ? i ? ? i , Find x i , y i which minimize Subject to. ?? = ?? ?. Given a composition number k,

486 views • 36 slides

Disc Covering Problem with Application to Digital Halftoning

Disc Covering Problem with Application to Digital Halftoning. Dagstuhl Workshop, 2004. Tetsuo Asano School of Information Science, JAIST Japan Advanced Institute of Science and Technology Joint Work with Shinji Sasahara , Fuji Xerox Co.Ltd. Peter Brass , CUNY, U.S.A.

468 views • 36 slides

An Efficient Method for Computing Alignment Diagnoses

414 views • 31 slides

Dirichlet Process Mixtures A gentle tutorial

583 views • 27 slides

Master Thesis Presentation How much room does WLAN allow for IEEE 802.15.4 Operation?

390 views • 26 slides

Edsger Wybe Dijkstra

547 views • 25 slides

External-Memory MST

External-Memory MST. (Arge, Brodal, Toma). Minimum-Spanning Tree. Given a weighted, undirected graph G=(V,E), the minimum-spanning tree (MST) problem is the problem of finding a spanning tree for G of minimum weight. Assumptions: G is connected; No two edges in G have the same weight.

430 views • 25 slides

Approximation Algorithms

Approximation Algorithms. k-Center. Definition. ?. 2-Approx. Analysis. Obtain Better Ratio?. Weighted k-Center. Notations. Algorithm. Algorithm 2. Analysis. Theorem: Alg 2 has an approx ratio of 3. Multiway Cut and k-Cut. Definition. Example. Can you prove it???. Approximation.

405 views • 25 slides

Process Synchronization

Process Synchronization. Notice: The slides for this lecture have been largely based on those accompanying the textbook Operating Systems Concepts with Java , by Silberschatz, Galvin, and Gagne (2007). Many, if not all, the illustrations contained in this presentation come from this source.

332 views • 24 slides

Implementation of real time partitioned convolution on a DSP board

378 views • 19 slides

Interference-Aware QoS OLSR for Mobile Ad-hoc Network Routing

Interference-Aware QoS OLSR for Mobile Ad-hoc Network Routing. SAWN 2005, May 24 P. Minet & D-Q. Nguyen. Outline. Introduction QoS framework for ad-hoc networks Interference-aware QoS OLSR Performance evaluation Conclusion. 1. Introduction.

317 views • 18 slides

A Hierarchical Clustering Algorithm for Categorical Sequence Data

436 views • 16 slides

Atlantis

Atlantis. HKOI2005 Final Event (Senior Group). Background. 9000 B.C. Other gods. Destroy!!. Atlantis. Zeus. Problem. There are N pairs of (island + controller) In each pair, the island is K meters above the controller for some fixed positive integer K

345 views • 16 slides

2014 ? ??? ????? ??????? ???

???? (Discrete Mathematics) ?? ???? (Recursive Algorithms). 2014 ? ??? ????? ??????? ???. Introduction. Recursive Algorithms. Recursive definitions can be used to describe algorithms as well as functions and sets. ( ??? ??? ??? ?? , ??? ????? ?? / ???? ??? ? ?? .)

380 views • 13 slides

On Reducing the Moving Distance in Approaching Optimal Configuration in MANETs

On Reducing the Moving Distance in Approaching Optimal Configuration in MANETs. Muddana Roopa, Akasapu Girish, Zhen Jiang Computer Science Department West Chester University West Chester, PA 19383 {rm647321|ga642467|zjiang}@wcupa.edu. Introduction.

204 views • 12 slides

Ch. 16: Sweep-Zones

Ch. 16: Sweep-Zones. Basic Question: Is it possible to compute nearest neighbors in expected time O(n*log(n)) ??? Basic Idea: Generalize sweep-lines to sweep-zones !!! Def.: The sweep-zone SZ of an area is the set of regions touching the upper boundary of an area from below.

309 views • 10 slides

Fractal Terrain Generator

Fractal Terrain Generator. Cale Donk Mark DiCostanzo. Implementation. Diamond-square fractal terrain generation algorithm in Java Height map translated into polygon strips in OpenGL pipeline via JOGL. Algorithm. Source: http://gameprogrammer.com/fractal.html. Algorithm 2.

278 views • 7 slides