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2: A Searching Problem and Its Solution 2d Data Matrix data matrix decoder for net Using Barcode decoder for The first thing to be completely clear about is that 'correctness' as used in this text is a elative notion The word 'correct' sounds absolute and that may be the way you use it in everyday conversation but it is being used here as a technical term When we refer to a program being 'correct', we mean relative to some given specification Generally, the specification of a programming problem consists of a precondition, describing the properties of the input data, and a postcondition, describing the desired effect of the computation In our searching problem, the precondition comprises a description of the given deck of cards and the information it contains together with the important requirement that the names on the cards be alphabetically ordered.

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The postcondition states that the given deck of cards is to be split into two and details the properties required of the two parts In terms of the solution we have presented, these properties are: (PI) every card in the left deck precedes X in alphabetical order; (P2) none of the cards in the right deck precedes X in alphabetical order; (P3) the original deck can be retrieved by recombining the left and right decks in that order The proof of correctness hinges on two aspects of the repeated process, the so-called bound function and the invariant In general, the bound function is an integer function of the data being manipulated It measures, in some sense, the 'size' of the problem remaining to be solved We use it to prove that the repeated process will always terminate, ie.

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that the program will not 'get into a loop' and repeat the same sequence of actions indefinitely The invariant is a property of the data being manipulated that holds irrespective of the number of repetitions that have been executed We use the invariant to establish so-called 'conditional correctness', meaning that the program meets its specification under the assumption of (or 'conditional' on) a proof of termination (a) Proof of Termination For the bound function, we take the number of cards in the middle deck To use it to prove that the process of repeatedly executing (Rl) or (R2) will always terminate, we make two observations (Tl) There is a lower bound (zero) on the number of cards in the middle deck In this case, the lower bound is dictated by the physical characteristics of a deck of cards.

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In general, we look to the condition for terminating the repeated process to provide such a bound (T2) Every time the repeated part of the search process is executed, the number of cards in the middle deck decreases by at least one This is because we have been careful to ensure that the inspected card is always removed from the middle deck and added to either the left or right deckRelated: VBNET Interleaved 2 of 5 Generating , Generate QR Code Excel , Data Matrix Generating VBNET.

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President and CEO: Dr Tobin Maginnis Managers: Ross Brunson, Trish W Kemerly, Carlos Pruitt, and Paul Tate Assistant manager: Albert Phillips Contractors: Ancilla Allsman, Joseph Cheek, Mike Hartley, Tony Inson, Alex Larson, Rasmus Lerdorf, Shawn McKenzie, Martin Pool, Ed Riddle, Andrew Scott, Troy Vitullo, and Susan Wood Technical contributors: Stephen Agar, David Austin, Tim Bauer, Jerald Jones, and Omar Wilson Technical editor: Wesley Duffee-Braun Editors: Annie Current, Summer Hill, Jamie Murphey, and Samantha Rayburn Quality assurance: Jenna Johnson and Nikki Andersen Graphics: Wesley Duffee-Braun and Leah Riley The Sair Development Team would also like to thank the rest of the employees at Sair Linux and GNU for their support albeit technical, promotional, or otherwise and for contributing to the Linux community through their efforts: Managers: Bob Buntyn, Les Driggers, Hollis Green, Leigh Jennings, Alex Lundy, and Lenny Sawyer Assistant managers: Jimmy Palmer and Elizabeth Bonney Technical contributors: Eric Blankenship, Beau Bourgeous, Jeff Britt, Brett Brown, Jayaprakash Chilumula, Joann Chong, John Furr, Stephen Goertzen, Scott Hicks, Jacob Jenkins, David Kearns, Rebecca Love, Chris Mavromihalis, Michael McGuire, Damir Mehmedic, Chance Mobley, Ken Montgomery, Rufus Peoples, Ben Pharr, Evan Rouse, Tyler A Simon, Robert Thompson, Sunder Upadhyay, William Vaughan, Sudharshan Vazhkudai, James Walker, James Webster, and Dana Wilson Test development: Tammy etts, Michael McGuire, and Richard Swinney Programmers: Michael Broadwater, Michael Calvi, Chris Mavromihalis, Rufus Peoples, William Vaughn, and Jeremy Webster Web and database: Shafi Al-meher, Steve DeVries, Nileshwar Dosooye, Janakiram Govindaraju, Mark Ketcham, Arlene Pereira, Kubenthiran Ramanathan, Errol Sayre, and Julie Seay Systems: Patrick Hood, Ross Reed, and William Taylor Production: Brandi Bailey and Scott Rains Sales and marketing: Wendy Chambers, Scott Thompson, Shellie Ross, Karan Mullen, Haley Teague, Beth Odum, Shelley Robbins, Elise Knapp, Ashly Ray, and Lori Redding Again, thanks to John Wiley & Sons Computer Publishing, especially Cary Sullivan, for their foresight, effort, and belief in the future of free, open source software.

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