PPT-Dragonfly Topology and Routing
Author : cheryl-pisano | Published Date : 2016-03-28
Outline Background Motivation Topology description Routing Minimal Routing Valiant Routing UGALG Adaptive Routing Indirect Adaptive Routing Credit Round Trip Reservation
Presentation Embed Code
Download Presentation
Download Presentation The PPT/PDF document "Dragonfly Topology and Routing" is the property of its rightful owner. Permission is granted to download and print the materials on this website for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.
Dragonfly Topology and Routing: Transcript
Outline Background Motivation Topology description Routing Minimal Routing Valiant Routing UGALG Adaptive Routing Indirect Adaptive Routing Credit Round Trip Reservation Piggyback Progressive. Jaewon. Kang, . Yanyong. Zhang, . Badri. . Nath. IEEE transactions on Parallel and Distributed Systems. Rutger. university. Outline. Introduction. Problem Formulation. Capacity Analysis Model. Topology-Aware Resource Adaptation Scheme. Natalie . EnrightJerger. Topology Overview. Definition: determines arrangement of channels and nodes in network. Analogous to road map. Often first step in network design. Routing and flow control build on properties of topology. Author: Nir Amar. Supervisor: Dr. Gabi Nakibly. Background. The Internet . – composed . of some 50,000 autonomous systems (AS). . An . AS is a collection of networks and routers which are administered by a single . Alexis Richter. Introduction. “Buzz, . B. uzz” . W. hat’s that sound? It looks like a pencil, but has two wings, and 30,000 little parts in one eye? Its a dragonfly! . What does the Dragonfly look like?. Sai. Kung). May 27. th. to May 31th. Who?. All 17 upper school students (grades 6 through 10). . 2 ISD teachers will chaperone the trip. . Ms. . Yinmei. . and Mr. Jon. (Mr. Bill is the trip planner.) . The word topology comes from the Greek . topos. , ". place. ," and . logos. , ". study. ”. Topology . was known as . geometria. . situs. (Latin . geometry of place. ) or . analysis . situs. (Latin . draft-clemm-i2rs-yang-network-topo-00.txt. Jan Medved, . jmedved@cisco.com. Nitin Bahadur, . nitinb@juniper.net. . Alexander Clemm, . alex@cisco.com. Hariharan . Ananthakrishnan, . hanantha@juniper.net. Julian Shun. On Power-Law Relationships of the Internet Topology (. Faloutsos. 1999). Observes that Internet graphs can be described by “power laws” (P[X > x] = k. a. x. -a. L(x) ). Introduces power-law exponents to characterize Internet graphs. Misbah. Mubarak. , Christopher D. Carothers. Rensselaer Polytechnic Institute. Robert Ross, Philip . Carns. Argonne National Laboratory. Outline. Dragonfly Network Topology. Validation of the dragonfly model . The word topology comes from the Greek . topos. , ". place. ," and . logos. , ". study. ”. Topology . was known as . geometria. . situs. (Latin . geometry of place. ) or . analysis . situs. (Latin . Addressing routing scalability issues. NSF Ignite Project . 1. Routing protocol challenges . All Routing . P. rotocols face. S. calability issues – dependency on network size. Flooding on information changes. Shane . Amante. Jan . Medved, . jmedved@cisco.com. Stefano . Previdi. , . sprevidi@. cisco.com. . Victor Lopez. , . vlopez@. tid.es. Changes Since Last Revision. Text & . t. erminology cleanup (e.g. info model instead of data model). ---. An Algorithmic View. Lecture 1: Introduction. Instructor: Yusu Wang. Lecture 1: Introduction. What is topology. Why should we be interested in it. What to expect from this course . Spring 2011. Space and Shape. Dragonfly mission’s . entry . vehicle heat shield and backshell. Satisfies NASA’s Engineering Science Investigation requirement for a New Frontiers mission. Led by NASA’s Ames Research Center, in partnership with NASA’s Langley Research Center and DLR.
Download Document
Here is the link to download the presentation.
"Dragonfly Topology and Routing"The content belongs to its owner. You may download and print it for personal use, without modification, and keep all copyright notices. By downloading, you agree to these terms.
Related Documents