'Fib' diaporamas de présentation

Condor by Example

Condor by Example. Outline. Overview Submitting Jobs, Getting Feedback Setting Requirements with ClassAds Using LOTS of Machines Which Universe? Conclusion. What is Condor?. Condor converts a collection of unrelated workstations into a high-throughput computing facility.

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CS121 Induction

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CS5205: Foundation in Programming Languages

CS5205: Foundation in Programming Languages. Basics of Functional Programming. Topics. Higher-Order Functions Formal Reasoning Abstraction vs Efficiency Bridging the Divide. Function Abstraction.

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CS1101S Lecture 15: Memoization

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Virtual Aggregation (VA)

Virtual Aggregation (VA). Paul Francis, MPI-SWS Xiaohu Xu, Huawei, Hitesh Ballani, Cornell Dan Jen, UCLA Robert Raszuk, Cisco Lixia Zhang, UCLA. Current status. New WG item in GROW Four informational drafts (six authors): draft-ietf-grow-va-00 draft-ietf-grow-va-gre-00

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Functions : Recursion

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Dynamic Programming

Dynamic Programming. Lets begin by looking at the Fibonacci sequence. The Fibonacci sequence is defined by the recursive formula Fib(x) = Fib(x-1) + Fib(x-2) However, actually using recursion to calculate Fibonacci numbers is extremely inefficient. Does anyone remember why?

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Tail Recursion

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Tail Recursion

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Axiomatic Methods for Software Verification

Axiomatic Methods for Software Verification. Hongseok Yang.

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Recursion

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On the Aggregatability of Router Forwarding Tables

On the Aggregatability of Router Forwarding Tables. Author : Xin Zhao, Yaoqing Liu, Lan Wang and Beichuan Zhang Publisher: IEEE INFOCOM 2010 Presenter: Li-Hsien, Hsu Data: 9/28/2011. I. Introduction. Two types of tables used by routers:

279 views • 16 slides

Comparison

Comparison. X = Y True if X equals to Y. X = Y True if X not equal to Y X < Y True if X is less than Y X > Y True if X is greater than Y

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(not Daniel Park's dance party)

DP. (not Daniel Park's dance party). Dynamic programming. Can speed up many problems. Basically, it's like magic. :D Overlapping subproblems Number of distinct subproblems needs to be small. Don't get confused with divide and conquer (NON-overlapping subproblems) Optimal substructure

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Comp 245 Data Structures

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Dynamic Programming

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CSci 160 Lecture 18

CSci 160 Lecture 18. Martin van Bommel. Fibonacci Sequence. Fibonacci investigated how fast rabbits could breed in ideal circumstances Mate at one month, produce pair of rabbits every month from month two on Link on web

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October 7 th , 2014 For more details and to register

93 views • 1 slides