Exemplo n.º 1
0
        static void Main(string[] args)
        {
            double MillionD = 1000d * 1000d;
            //uint H = 48;
            //uint threshold = H - 4;
            uint   n = 1 << 29;
            double requestFraction = 1d;
            double f_c             = requestFraction / MillionD; // one in a million
            double f_u             = requestFraction / (50d * MillionD);
            string basePath        = @"..\..\..\";
            // StreamWriter writer = new StreamWriter(basePath + "params_" + H + "_" + Math.Round(1/f_c) + "=" + Math.Round(1/f_u) + ".csv");
            BinomialLadderParameters blf64 =
                new BinomialLadderParameters(64, n: n);
            BinomialLadderParameters blf48 =
                new BinomialLadderParameters(48, n: n);

            //            BinomialLadderParameters blfPIN =
            //                new BinomialLadderParameters(1 << 19, 1 << 20);

            //double[] dist = BinomialLadderParameters.BLFDistribution(1 << 19, 1 << 20);
            //double[] cum = new double[dist.Length];
            //double total = 0;
            //for (int h = dist.Length - 1; h >= 0; h--)
            //    cum[h] = total += dist[h];
            //double middle = dist[(1 << 19)];
            //double plus100 = dist[(1 << 19) + 100];
            //double plus1000 = dist[(1 << 19) + 1000];

            //BinomialLadderParameters blf20 =
            //    new BinomialLadderParameters(48, n: n);
            //blf20.SimulateStochastic(basePath + "BLF_20_Detect_Twenty_Sticky", .05, 100, true);
            //blf20.SimulateStochastic(basePath + "BLF_20_Detect_Twenty_Perpetual", .05, 100, false);

            //blf64.SimulateStochastic(basePath + "BLF_48_DetectStochastic_OneMillion", (1d / MillionD), 60, false);

            //blfPIN.SimulateStochastic(basePath + "BLF_PIN20_Perpetual_Hundred", (1d / 5000), );

            Task[] tasks = new Task[]
            {
                Task.Run(() => blf64.SimulateStochastic(basePath + "BLF_64_Perpetual_Million", (1d / MillionD), 120, false)),
                Task.Run(() => blf64.SimulateStochastic(basePath + "BLF_64_Sticky_Million", (1d / MillionD), 120, true)),
                Task.Run(() => blf64.SimulateStochastic(basePath + "BLF_64_Perpetual_FiftyMillion", (1d / (50d * MillionD)), 65, false)),
                Task.Run(() => blf64.SimulateStochastic(basePath + "BLF_64_Sticky_FiftyMillion", (1d / (50d * MillionD)), 65, true)),
                Task.Run(() => blf48.SimulateStochastic(basePath + "BLF_48_Perpetual_Million", (1d / MillionD), 100, false)),
                Task.Run(() => blf48.SimulateStochastic(basePath + "BLF_48_Sticky_Million", (1d / MillionD), 100, true)),
                Task.Run(() => blf48.SimulateStochastic(basePath + "BLF_48_Perpetual_FiftyMillion", (1d / (50d * MillionD)), 65, false)),
                Task.Run(() => blf48.SimulateStochastic(basePath + "BLF_48_Sticky_FiftyMillion", (1d / (50d * MillionD)), 65, true)),
            };

            Task.WaitAll(tasks);
        }
Exemplo n.º 2
0
        static void Main(string[] args)
        {
            double MillionD = 1000d*1000d;
            //uint H = 48;
            //uint threshold = H - 4;
            uint n = 1 << 29;
            double requestFraction = 1d;
            double f_c = requestFraction / MillionD; // one in a million
            double f_u = requestFraction / (50d*MillionD);
            string basePath = @"..\..\..\";
           // StreamWriter writer = new StreamWriter(basePath + "params_" + H + "_" + Math.Round(1/f_c) + "=" + Math.Round(1/f_u) + ".csv");
            BinomialLadderParameters blf64 =
                new BinomialLadderParameters(64, n: n);
            BinomialLadderParameters blf48 =
                new BinomialLadderParameters(48, n: n);
            //            BinomialLadderParameters blfPIN = 
            //                new BinomialLadderParameters(1 << 19, 1 << 20);

            //double[] dist = BinomialLadderParameters.BLFDistribution(1 << 19, 1 << 20);
            //double[] cum = new double[dist.Length];
            //double total = 0;
            //for (int h = dist.Length - 1; h >= 0; h--)
            //    cum[h] = total += dist[h];
            //double middle = dist[(1 << 19)];
            //double plus100 = dist[(1 << 19) + 100];
            //double plus1000 = dist[(1 << 19) + 1000];

            //BinomialLadderParameters blf20 =
            //    new BinomialLadderParameters(48, n: n);
            //blf20.SimulateStochastic(basePath + "BLF_20_Detect_Twenty_Sticky", .05, 100, true);
            //blf20.SimulateStochastic(basePath + "BLF_20_Detect_Twenty_Perpetual", .05, 100, false);

            //blf64.SimulateStochastic(basePath + "BLF_48_DetectStochastic_OneMillion", (1d / MillionD), 60, false);

            //blfPIN.SimulateStochastic(basePath + "BLF_PIN20_Perpetual_Hundred", (1d / 5000), );

            Task[] tasks = new Task[]
            {
                Task.Run(() => blf64.SimulateStochastic(basePath + "BLF_64_Perpetual_Million", (1d / MillionD), 120, false)),
                Task.Run(() => blf64.SimulateStochastic(basePath + "BLF_64_Sticky_Million", (1d / MillionD), 120, true)),
                Task.Run(() => blf64.SimulateStochastic(basePath + "BLF_64_Perpetual_FiftyMillion", (1d / (50d*MillionD)), 65, false)),
                Task.Run(() => blf64.SimulateStochastic(basePath + "BLF_64_Sticky_FiftyMillion", (1d / (50d*MillionD)), 65, true)),
                Task.Run(() => blf48.SimulateStochastic(basePath + "BLF_48_Perpetual_Million", (1d / MillionD), 100, false)),
                Task.Run(() => blf48.SimulateStochastic(basePath + "BLF_48_Sticky_Million", (1d / MillionD), 100, true)),
                Task.Run(() => blf48.SimulateStochastic(basePath + "BLF_48_Perpetual_FiftyMillion", (1d / (50d*MillionD)), 65, false)),
                Task.Run(() => blf48.SimulateStochastic(basePath + "BLF_48_Sticky_FiftyMillion", (1d / (50d*MillionD)), 65, true)),
            };

            Task.WaitAll(tasks);
        }