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OF THE UEC / UEP CODES in NET Make qr-codes generate, create 2d matrix barcode none for net projects This This subsection deals with an application of UEP coding scheme to rror tolerance in lossless compressed text data [FUJI03] Data compression is popularly applied to computer systems and communication systems in order to save storage area and communication bandwidth [BELL90] Lossless compression, which can obtain the same decompressed data as the source data, is suitable to the text data Ziv-Lempel coding is a typical class of lossless compression based on LZ77 coding [ZIV77] and LZW coding [WELC84], which is a modi ed version of LZ78 coding [ZIV78] This class of coding uses an adaptive dictionary that encodes future segments of the source data via maximum-length copying from a dictionary containing the recent past output.

This subsection shows the in uence of errors that occur in the text data compressed by Ziv-Lempel coding From theoretical analysis and computer simulation we know that errors in the error-sensitive part of compressed data give more serious damage to the decompressed data than errors in the other parts In LZW coding, the part of the data used to build the dictionary is sensitive to error, while in the LZ77 coding, the matched length part is sensitive to error Therefore the UEP scheme, which protects the error-sensitive part of the compressed data more strongly than the other parts, is applied to the compressed data Computer simulation tells us that the UEP scheme can recover from the errors in compressed data more effectively than a method using the existing burst error correcting Fire codes applied uniformly to the compressed data 1.

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Lossless Text Data Compression First, lossless compression algorithms of LZW coding and LZ77 coding are brie y introduced LZW Coding The LZW algorithm is organized by a translation table (ie, a dictionary) that maps the strings of input characters onto the xed-length words The LZW string table has a pre x property where, for every string in the table, a corresponding pre x string is also in the table and is initialized to contain all singlecharacter strings Each string in the table is assigned a sequential index, called an output code, that represents the compressed strings LZW coding adopts a greedy parsing algorithm, whereby the input string is examined character-serially in one pass, and the longest recognized string is parsed off each time.

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Each parsed input string extended by its next input character forms a new string added to the dictionary if the number of strings in the dictionary does not reach its limit The following algorithm explains the compression process: Step 1 Let the dictionary contain all single-character strings Step 2 Parse the longest string that matches a character string in the dictionary Output the index of the string in dlog2 me bits binary expression, where dxe is the smallest integer not less than x and m is the maximum number of the strings the dictionary can storeRelated: Generate QR Code NET Data, Create Data Matrix NET , Print PDF417 NET.

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2 Coding for VLSI Processors / Microprocessors In today s microprocessors a variety of coding techniques are eing applied not only to the ALU logics and the cache memories but also to the data transfer circuits such as bus-line circuits, the register arrays, the key storage, and the address translation arrays 1 Duplicate VLSI Processors Sedmak [SEDM80b] studied the fault tolerance of a general purpose computer utilizing very large scale integration chips A major method of achieving fault tolerance is by internal redundancy using duplicate complementary logic This kind of complementary duplication is used in the VLSI chips shown in Figure 1251 In these gures it is easy to see that for a given combination logic element in the functional portion, the signals into and out of the gate are polarities, opposite to those of the complementary portion This technique serves two purposes.

First, it eliminates a problem associated with applying the same mask or cell type twice internally The problem is that failures (designs, process, and wearout) undetected by the comparators could occur in noncomplementary duplication where a mask or cell fault might materialize in both the functional and duplicate circuits and thus create an identical failure state Second, the design with complementary duplication will be much less susceptible to bridging faults than noncomplementary duplication This is because there will be far fewer occurrences of long nets of metalization with the same Boolean function and the same polarity signal, which, if bridged, might result in an undetected error should a subsequent failure occur Each of the code checkers and comparators is implemented using a self-checking design approach The self-checking comparators shown in Figures 1224 and 1225 are extensively used.

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As a result of the cost-effectiveness of the design, the logic overhead that consists of duplicate complementary gates, comparators, and other fault detection circuits, comprises approximately 55% of the total gates in the CPU Compared to the conventionally checked VLSI machine, the increase in chip count is only 55% In this barcode creator toassign 2d matrix barcode in net Incoporate universal product code version a on net Related: NET EAN-13 Generation , EAN 128 Generating NET , NET UPC-A Generating.

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