CSE 1729: Introduction to Principles of Programming Programming with Sequences and Streams Robert McCartney Scheduling: the end approaches There will be one more homework, due December 8th at 11:59 PM. Note the unusual day (Thursday), but the semester ends on December 9th. The final homework will be posted Tuesday, so you will have […]
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COMP9313 2016s2 Assignment 4 Processing Graph Data using MapReduce on EMR Problem 1 (10 pts): Reverse graph edge direction Given a directed graph, reverse the direction of all edges. Input files: In the input file, each line contains a pair of node ids: ¡°FromNodeId\tToNodeId¡±. In the above example, the input contains four lines: ¡°1\t2¡±, ¡°1\t3¡±,
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Steiner Minimal Trees∗ Bang Ye Wu Kun-Mao Chao 1 Steiner Minimal Trees While a spanning tree spans all vertices of a given graph, a Steiner tree spans a given subset of vertices. In the Steiner minimal tree problem, the vertices are divided into two parts: terminals and nonterminal vertices. The terminals are the given vertices
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Tries (or Prefix Trees) ✤ ✤ ✤ ✤ We have focused on binary trees, where each node has 0, 1, or 2 children. In principle, you can operate with trees of various branching factors. As an example, we consider tries, also called prefix trees, a data structure often used to maintain dictionary entries of fixed
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CSE 1729 – Introduction to Principles of Programming Due September 18, 2016 Problem Set 2 For this assignment, you will hand in 1 document, a Racket file. You will use the same labeling convention as in Problem Set 1. Remember: code questions should always include at least two test cases. 1. Recall from class the
CSE 1729 – Introduction to Principles of Programming November 15, 2016 Laboratory Assignment 11 Ob jectives • Work with mutations • Work with objects Activities Editorial comment: the code you write in questions 1 will undoubtedly be less esthetically pleasing than the code you could write without destructive modification. Not that I am biased. -r.
CSE1729: Introduction to Principles of Programming Iterative and Recursive processes Robert McCartney 117 Recursive vs. iterative: “Recursive” Consider the familiar factorial function: (define (factorial n) (if (= n 0) 1 (* n (factorial (- n 1))))) ✤ (6factorial 3) 3* 2(f actorial 2) ✤ Let’s trace the evaluation of (fact 3). Note how the multiplications
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Cellular Telecommunications • Architecture • Background • Air interfaces • Network protocols • Application: Messaging • Research 0 Cellular Systems • Wireless access – TDMA (IS-136, GSM) – CDMA (IS-95) – WCDMA (UMTS) – OFDMA (LTE/IMT-2000) • Connection oriented networks for voice – PSTN (ISDN) vice All-IP • Packet overlay networks for data – General
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Computers & Industrial Engineering 36 (1999) 409±426 www.elsevier.com/locate/compindeng A new hybrid optimization algorithm L. Shia,*, S. OÂ lafssonb, Q. Chena aDepartment of Industrial Engineering, University of Wisconsin-Madison, Madison, WI 53706, USA bDepartment of Industrial and Manufacturing Systems Engineering, Iowa State University, Ames, IA 50011, USA Abstract We develop a new optimization algorithm that combines the
Methodology and Computing in Applied Probability, 2:3, 271±291, 2000 # 2000 Kluwer Academic Publishers. Manufactured in The Netherlands. Nested Partitions Method for Stochastic Optimization LEYUAN SHI leyuan@ie.engr.wisc.edu Department of Industrial Engineering University of Wisconsin±Madison, 1513 University Avenue Madison, WI 53706 SIGURDUR OÂ LAFSSON olafsson@iastate.edu Department of Industrial and Manufacturing Systems Engineering Iowa State University, 2019