Error Correction Codes for Non-Volatile Memories - download pdf or read online

By R. Micheloni, A. Marelli, R. Ravasio

ISBN-10: 1402083904

ISBN-13: 9781402083907

These days it truly is demanding to discover an digital gadget which doesn't use codes: for instance, we hearken to song through seriously encoded audio CD's and we watch video clips through encoded DVD's. there's not less than one zone the place using encoding/decoding isn't so constructed, but: Flash non-volatile stories. Flash reminiscence high-density, low strength, fee effectiveness, and scalable layout make it an awesome option to gasoline the explosion of multimedia items, like USB keys, MP3 avid gamers, electronic cameras and solid-state disk. In ECC for Non-Volatile Memories the authors disclose the fundamentals of coding concept had to comprehend the appliance to stories, in addition to the correct layout themes, almost about either NOR and NAND Flash architectures. a set of software program exercises is additionally incorporated for higher realizing. The authors shape a study workforce (now at Qimonda) that is the common instance of a fruitful collaboration among mathematicians and engineers.

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Extra info for Error Correction Codes for Non-Volatile Memories

Example text

For each word we can build a circle of radius l. The code corrects burst of length l if such circles are separated. 19 A linear code is said to detect burst-errors of length l if there are not any burst-error vectors of length l that, added to a codeword, produce another codeword. 2 If a linear code [n,k] detects all the bursts of length l, it must have l parity symbols: n – k ≥ l at least. 3 Reiger Inequality: if a linear code [n,k] corrects all the bursts of length l, it must have at least 2l parity symbols: n – k ≥ 2l.

R. , 1991. R. Hill, “A First Course in Coding Theory”, in Claredon Press, Oxford 1986. A. , 1991. G. A. Jones, J. M. Jones, “Informations and Coding Theory”, Springer, 2000. A. S. A. G. Khaled, R. J. McEliece, A. M. Odlyzka, H. C. A. von Tilborg, “On the Existence of Optimum Cyclic Burst-Correcting Codes” in IEEE Transactions on Information Theory, Vol. 32, November 1986. S. Lin, D. J. Costello, “Error Control Coding: Fundamentals and Applications”, F. F. Kuo Editor, 1983. F. J. Macwilliams, N.

Weldon, “Error-Correcting Codes”, MIT Press, 1998. V. Pless, “Introduction to the Theory of Error-Correcting Codes”, John Wiley and Sons, 1998. M. Purser, “Introduction to Error-Correcting Codes”, Artech House, 1995. S. Roman, “Introduction to Coding and Information Theory”, Springer-Verlag, 1997. C. E. Shannon, “A Mathematical Theory of Communication” in Bell System Tech. , 1948. H. C. A. van Tilborg, “Coding Theory and Applications”, Springer-Verlag, 1989. J. H. von Lint, “Introduction to Coding Theory”, Springer-Verlag, 1999.

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Error Correction Codes for Non-Volatile Memories by R. Micheloni, A. Marelli, R. Ravasio

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