Contents : ➢ Introduction to computers –Computer Systems ➢ Computing Environments ➢ Computer Languages ➢ Creating and running programs ➢ Software Development method ➢ Algorithms ➢ Pseudo code ➢ Flowcharts ➢ Applying the Software Development Method Introduction to Computers-Computer Systems: COMPUTER : The term COMPUTER has various definitions. If put in a Laymen‟s
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the term user-friendly mean? The term user-friendly is commonly used in the software business to describe programs that are easy to use. Algorithm Workbench Review 1. Design an algorithm that prompts the user to enter his or her height and stores the user’s input in a variable named height. Display “What is your height?” Input height 2. Design an algorithm that prompts the user to enter his or her favorite color and stores the user’s input in a variable named color. Display “What is your favorite
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concept of WSNHA greedy-algorithm heuristic routing(GAHR) protocol by using the Greedy algorithm and A* heuristic path finding to find a optimal route from source to destination while simultaneously records the changes in network topology. WSNHA-GAHR protocol aims to address the challenge of when implementing WSNHA -- high energy efficiency‚ low storage and simple algorithm‚ high dependency of sensor node distribution and self adaptation to network topology changes The Greedy algorithm is a simple approach
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informs Vol. 35‚ No. 3‚ May–June 2005‚ pp. 230–237 issn 0092-2102 eissn 1526-551X 05 3503 0230 ® doi 10.1287/inte.1050.0137 © 2005 INFORMS The US Army Uses a Network Optimization Model to Designate Career Fields for Officers Office of the Deputy Chief of Staff for Personnel—G1‚ 300 Army Pentagon‚ Washington‚ DC 20301‚ dan.shrimpton@us.army.mil Division of Economics and Business‚ Colorado School of Mines‚ Golden‚ Colorado 80401‚ newman@mines.edu Dan Shrimpton Alexandra M. Newman
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processing‚ and output stages. Create the necessary flowcharts to describe a program’s structure. Use pseudocode to define a program’s structure. Formulate solution algorithms for calculations by properly following the order of operations. Assignment Requirements Answer: Short Answer 1‚ 2‚ 3‚ and 4 on page 71 Algorithm Workbench Review Questions 1 and 2 on page 71 Programming Exercises Questions 1 and 4‚ starting on page 72 Submission Requirements Submit your written answers to your
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two tasks which are preferred in the same topic: Part I: Report (20 marks) Part II: Programming (15 marks) Option 1: Design a set of small client-server programs implementing a certificate scheme. Option 2: Design and Implement your own security algorithm (with extra 3 marks bonus). Submission details • • • • • Due date: Midnight Sunday (week 12)‚ i.e.‚ 23:59 sharp‚ 27 May 2012. The assignment is submitted via Weblearn. Report must be submitted in HTML or PDF format. Programming languages HTML
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Production Schedules with Set-up time Included”. Nav. Res. Log. Quart. ‚ Vol. 1‚ pp. 61-68‚ (1954). CAMPBELL‚ H. G. “ A heuristic algorithm for n-job and m-machines sequencing problem”. Management Science‚ Vol. 16‚ pp. 630-673‚ (1970). BAKER‚ KENNETH R.‚ “ Sequencing and Scheduling”. John Wiley & Sons Inc.(1998)‚ ISBN: 0-9639746-1-0. GUPTA‚ J.N.D. ‚ “A functional heuristics algorithm for the flow-shop scheduling problem”. Operation Research‚ Vol. 22‚ No. 1‚ pp.39- 48‚ (1971). FRENCH‚ S. “Sequencing and Scheduling”
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REAL TIME IMAGE PROCESSING APPLIED TO TRAFFIC-QUEUE DETECTION ALGORITHM V.Pranavi*1‚vasapranavi@gmail.com G.Kavya*2‚g.kavya21@gmail.com Mathuri Venkata Subba Rao Engineering College‚ Nadergul‚ Hyderabad-5000097 ABSTRACT: This paper primarily aims at the new technique of image processing used to solve problems associated with the real-time road traffic control systems. There is a growing demand for road traffic data of all kinds increasing congestion problems and problems associated with
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concerned with efficient allocation of limited resources to known activities with the objective of meeting a desired goal of maximization of profit or minimization of cost. In Statistics and Mathematics‚ Linear Programming (LP) is a technique for optimization of linear objective function‚ subject to linear equality and linear in equality constraint. Informally‚ linear programming determines the way to achieve the best outcome (such as maximum profit or lowest cost) in a given mathematical model and
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Definition of a computer B Number systems and conversion C Types of programming languages Program Development Cycle A Problem Identification B Logic Formulation C Coding D Testing and Debugging E Storage and Maintenance Program Logic Formulation A Algorithms B Algorithm Representation 1 Flowchart 2 Pseudocode Programming Fundamentals A Data Types B Variables and Constants C Operators D Expressions Control Structures A Sequential B Conditional C Iterative Modular Programming A Subprograms B Parameter-passing
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