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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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The crucial point in both explicit and implicit tau-leaping is an appropriate choice of the step size by an automated procedure For accuracy both methods require that the propensity functions must be approximately constant in the time interval [t + ) The step size must be ef ciently computed and the time steps must be signi cantly larger than in a single-reaction simulation such that the computational overhead is negligible compared to the simulation speed-up Furthermore, it is obviously possible that an updating step results in a negative number of molecules of some species if certain critical reactions occur too often and exhaust one or more of its reactants, which must be avoided Since the invention of tau-leaping, the step size selection procedure has been modi ed several times until nally in [18] it reached its current state for the explicit version However, with implicit tau-leaping for stiff systems the step size can often be chosen much larger than suggested by [18], which motivated the adaptive version in [19] In state x, the expected time to the next reaction is 1/ 0 (x) Consequently, if a candidate step size is less than na / 0 (x) it is considered inef cient and nb single reactions are simulated according to the standard direct method, where both na and nb are parameters to be speci ed A reaction is taken as critical if the maximum number of times it can occur before exhausting one of its reactants is less than some threshold nc , another parameter to be speci ed It may not be known in advance whether or not the problem at hand is stiff In particular, the system dynamics may be such that in some time periods the system possesses stiffness and in others it does not With adaptive tau-leaping at each updating step during the simulation either explicit or implicit tau-leaping is chosen dynamically Hence, a decision rule is necessary Adaptive tau-leaping applies the simple rule that the system is considered to be stiff if the tentative step size for explicit tau-leaping is more than nd times smaller than the tentative step size for implicit tau-leaping, which introduces another parameter to be speci ed We are now ready to formulate an algorithm that, given state x at time t and step size selection procedures for explicit and for implicit tau-leaping, dynamically chooses one of the two methods with an appropriate step size Our formulation here streamlines the formulation in [19, Section 4] and is much more concise but equivalent to it 1 De ne set C of indices of critical reactions: C := m {1, , M} : m (x) 0 min xi |vim | < nc ;.

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[DllImport("kernel32dll")] static extern IntPtr CreateEvent(IntPtr lpEventAttributes, bool bManualReset, bool bInitialState, string lpName); [DllImport("kernel32dll")] static extern IntPtr CloseHandle(IntPtr lpEvent); } class Finalize { static void Main(string[] args) { Finalize f = new Finalize(); fRun(); } public void Run() { NativeEvent nEvent = new NativeEvent("MyNewEvent"); // // Use nEvent // nEvent = null; ConsoleWriteLine("Press any key to GC"); ConsoleReadKey(); GCCollect(); ConsoleWriteLine("Press any key to GC"); ConsoleReadKey(); GCCollect(); ConsoleWriteLine("Press any key to exit"); ConsoleReadKey(); } } }

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