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Thus, an FPRAS can be developed along similar lines to the matchings example in Section 83 However, note that the lower bound on each ratio is not uniform in k and d c decreases to zero as m, n, and therefore k, grow Nevertheless, since the convergence to zero is polynomial, we still obtain a polynomial running time In particular, if we have access to an exact sampler for generating binary contingency tables then, using Chernoff s inequality as in Section 83, we obtain that N = O n log (2n/ ) d c 2 iid Bernoulli replicates, Z1 , , ZN , with parameter pk , are required in order to obtain an estimator pk := N 1 N=1 Zj satisfying P (|pk pk | > /n) /n Then if j the exact sampler runs in polynomial time, (d), the overall complexity is O(n2 (d) log (2n/ ) d c 2 ) It is important to note that MCMC method has already been applied to this problem based upon direct analysis of the mixing rate of the underlying chain Using conductance estimates, for example, it is shown in [18] how to obtain an almost uniform sampler (FPAUS) in O n12 log (1/ ) operations assuming bounded degree sequences (see their Corollary 42 combined with Theorem 21), which yields an O n14 d c 2 log (n/ ) FPRAS An even faster FPAUS, applicable to general degree sequences, whose complexity is (roughly) O d 3 (nm)2 max ci , rj operations is provided in [3] As a nal remark, we note that the reduction based on the splitting formula (87) and, consequently, the analysis for the IS-based MCMC method may not be the best possible It is conceivable that a better selection of the sequence s0 , , sn 1 might yield improved estimates for the lower bounds (88) together with a tighter analysis of the running time of the associated counting algorithm.

java data matrix reader

How to read a Data Matrix barcode - Stack Overflow
To use zxing, you just need to create a BufferedImage in your Java program from the PDF. That's a separate question, but should be possible ...

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MethodTable: 790f9664 EEClass: 790f95d0 Size: 20(0x14) bytes (C:\WINDOWS\assembly\GAC_32\mscorlib\2000__b77a5c561934e089\mscorlibdll) Fields: MT Field Offset Type VT Attr Value Name 790fcfa4 40000b1 8 SystemIntPtr 0 instance 0 m_currentThread 790fdb60 40000b2 c SystemInt32 0 instance 2147483647 m_MaxCapacity 790f9244 40000b3 4 SystemString 0 instance 01281bc0 m_StringValue

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[1] M Bayati, J Kim, and A Saberi A sequential algorithm for generating random graphs RANDOM 2007 , 2007 [2] A Bekessy, P Bekessy, and J Komlos Asymptotic enumeration of regular matrices Studia Scientiarum Mathematicarum Hungarica, pp 343 353, 1972 [3] I Bezakova, N Bhatnagar, and E Vigoda Sampling binary contingency tables with a greedy start Random Structures and Algorithms, 30(1 2): 682 687, 2006

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The local variable is of type StringBuilder and the last field of the object is named m_StringValue with a value of 0x01281bc0 We can again use the DumpObj command to get the actual string value:

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