Figure 1333 Sample input for Exercise 1317 in Java

Generating Code 39 Full ASCII in Java Figure 1333 Sample input for Exercise 1317
Figure 1333 Sample input for Exercise 1317
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Euler's constant: 4, 5 Series: 2-5 arithmetic: 4-5 geometric: 4 harmonic: 5
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Figure 1334 Sample output for Exercise 1317
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1318 Use a map to implement a spelling checker Assume that the dictionary comes from two sources: one file containing an existing large dictionary and a second file containing a personal dictionary Output all misspelled words and the line numbers on which they occur (note that keeping track of the misspelled words and their line numbers is identical to generating a cross-reference) Also, for each misspelled word, list any words in the dictionary that are obtainable by applying any of the following rules a Add one character b Remove one character c Exchange adjacent characters
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References
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The original paper on Huffman's algorithm is [3]Variations on the algorithm are discussed in [2] and [4] Another popular compression scheme is Ziv-Lempel encoding, described in [7] and [6] It works by generating a series of fixed-length codes Typically, we would generate 4096 12-bit codes that represent the most common substrings in the file References [ I ] and [ 5 ] are good surveys of the common compression schemes
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1 T Bell, I H Witten, and J G Cleary, "Modelling for Text ComSurveys 21 ( 1989), 557-59 1 pression," ACM Comp~lting 2 R G Gallager, "Variations on a Theme by Huffman," IEEE Transactions on Information Theor IT-24 (1978), 668-674 3 D A Huffman, "A Model for the Construction of Minimum Redundancy Codes," Proceedings qf the IRE 40 ( 1952), 1098-1 101 4 D E Knuth, "Dynamic Huffman Coding," Jollrnal of Algorithms 6 (1985), 163-180 5 D A Lelewer and D S Hirschberg, "Data Compression," ACM Computing Surveys 19 ( 1 987) 26 1-296 6 T A Welch "A Technique for High-Performance Data Compres17 sion," Comp~iter (1984), 8-19 7 J Ziv and A Lempel, "Compression of Individual Sequences via Variable-Rate Coding," IEEE Transactions on Infornzatiorz Theor IT-24 (I 978), 530-536
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14
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Simulation
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An important use of computers is for simulation, in which the computer is used to emulate the operation of a real system and gather statistics For example, we might want to simulate the operation of a bank with k tellers to determine the minimum value of k that gives reasonable service time Using a computer for this task has many advantages First the information would be gathered without involving real customers Second, a simulation by computer can be faster than the actual implementation because of the speed of the computer Third the simulation could be easily replicated In many cases, the proper choice of data structures can help us improve the efficiency of the simulation In this chapter, we show: how to simulate a game modeled on the Joseph~ls problern, and how to simulate the operation of a computer modem bank
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An important use of computers is simulation, in which the computer is used to emulate the operation of a real system and gather statistics
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141 The Josephus Problem
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The Josephus problem is the following game: N people, numbered 1 to N, are sitting in a circle; starting at person I , a hot potato is passed; after M passes, the person holding the hot potato is eliminated, the circle closes ranks and the game continues with the person who was sitting after the eliminated person picking up the hot potato; the last remaining person wins A common assumption is that M is a constant, although a random number generator can be used to change M after each elimination The Josephus problem arose in the first century 4 ~ in a cave on a mountain in Israel where Jewish zealots were being besieged by Roman soldiers The historian Josephus was among them To Josephus's consternation the zealots voted to enter into a suicide pact rather than surrender to the Romans He suggested the game that now bears his name The hot potato
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In the Josephus problem, a hot potato is repeatedly passed; when passing terminates, the player holding the potato is eliminated; the game continues, and the last remaining player wins
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