probs = Sort[
loadFiles["/Users/boymommy148/Desktop/fall2017ResearchStuff/path/",
"*fsv*"], #1[[1]] < #2[[1]] &];
probs = Table[
Table[{probs[[i, 1]], probs[[i, 2, j]]}, {i, 1,
Length[probs]}], {j, 1, Length[probs[[1, 2]]]}];
For[i = 1, i <= Length[probs], i++,
For[j = 1, j <= Length[probs[[i]]], j++,
If[probs[[i, j, 2]] <= 0.1,
probs[[i, j, 2]] = Round[probs[[i, j, 2]], 0.001],
If[probs[[i, j, 2]] <= 0.25,
probs[[i, j, 2]] = Round[probs[[i, j, 2]], 0.01],
probs[[i, j, 2]] = Round[probs[[i, j, 2]], 0.1]
];
]
]
]
Hi there everyone! So this code here is creating a table for me consisting of ordered pairs of the form (x,y) where x is the electric field value, and y is the amplitude in a specified state. An example of probs is the following table:
{{0., 1.}, {0.073, 1.}, {0.369, 1.}, {0.664, 1.}, {0.96, 1.}, {1.255,
1.}, {1.506, 1.}, {1.757, 1.}, {2.008, 1.}, {2.259, 1.}, {2.51,
1.}, {2.761, 1.}, {3.012, 1.}, {3.263, 1.}, {3.514, 1.}, {3.765,
1.}, {4.017, 1.}, {4.267, 1.}, {4.517, 1.}, {4.767, 1.}, {5.017,
1.}, {5.267, 1.}, {5.518, 1.}, {5.77, 1.}, {6.022, 1.}, {6.272,
1.}, {6.522, 1.}, {6.774, 1.}, {7.024, 1.}, {7.276, 1.}, {7.528,
1.}, {7.779, 1.}, {8.03, 1.}, {8.281, 1.}, {8.532, 1.}, {8.784,
1.}, {9.035, 1.}, {9.285, 1.}, {9.537, 1.}, {9.788, 1.}, {10.038,
1.}, {10.288, 1.}, {10.539, 1.}, {10.79, 1.}, {11.04, 1.}, {11.29,
1.}, {11.541, 1.}, {11.792, 1.}, {12.044, 1.}, {12.295,
1.}, {12.546, 1.}, {12.797, 1.}, {13.048, 1.}, {13.3, 1.}, {13.551,
1.}, {13.802, 1.}, {14.053, 1.}, {14.304, 1.}, {14.555,
1.}, {14.805, 1.}, {15.056, 1.}, {15.306, 1.}, {15.556,
1.}, {15.806, 1.}, {16.056, 1.}, {16.306, 1.}, {16.556,
1.}, {16.807, 1.}, {17.057, 1.}, {17.308, 0.22}, {17.558,
0.23}, {17.808, 0.23}, {18.058, 0.23}, {18.308, 0.23}, {18.559,
0.23}, {18.81, 0.23}, {19.06, 0.23}, {19.31, 0.23}, {19.561,
0.23}, {19.811, 0.23}, {20.061, 0.23}, {20.311, 0.23}, {20.561,
0.23}, {20.812, 0.23}, {21.062, 0.23}, {21.312, 0.23}, {21.562,
0.23}, {21.812, 0.23}, {22.063, 0.23}, {22.313, 0.23}, {22.564,
0.23}, {22.815, 0.23}, {23.066, 0.23}, {23.316, 0.23}, {23.566,
0.23}, {23.817, 0.23}, {24.067, 0.23}, {24.318, 0.23}, {24.569,
0.23}, {24.82, 0.23}, {25.07, 0.23}, {25.32, 0.23}, {25.571,
0.23}, {25.821, 0.23}, {26.071, 0.23}, {26.322, 0.23}, {26.573,
0.23}, {26.823, 0.23}, {27.074, 0.23}, {27.324, 0.23}, {27.575,
0.23}, {27.825, 0.23}, {28.075, 0.23}, {28.325, 0.23}, {28.576,
0.23}, {28.827, 0.23}, {29.078, 0.23}, {29.329, 0.23}, {29.579,
0.23}, {29.829, 0.23}, {30.079, 0.23}, {30.33, 0.23}, {30.58,
0.23}, {30.831, 0.23}, {31.082, 0.23}, {31.332, 0.23}, {31.582,
0.23}, {31.832, 0.23}, {32.082, 0.23}, {32.333, 0.23}, {32.583,
0.23}, {32.833, 0.23}, {33.083, 0.23}, {33.333, 0.23}, {33.583,
0.23}, {33.834, 0.23}, {34.085, 0.23}, {34.336, 0.23}, {34.587,
0.23}, {34.838, 0.23}, {35.089, 0.23}, {35.339, 0.23}, {35.589,
0.23}, {35.839, 0.23}, {36.091, 0.23}, {36.342, 0.23}, {36.594,
0.23}, {36.845, 0.23}, {37.095, 0.23}, {37.347, 0.23}, {37.597,
0.23}, {37.848, 0.23}, {38.098, 0.23}, {38.348, 0.23}, {38.598,
0.23}, {38.85, 0.23}, {39.101, 0.23}, {39.353, 0.23}, {39.604,
0.23}, {39.854, 0.23}, {40.104, 0.23}, {40.354, 0.23}, {40.604,
0.23}, {40.855, 0.23}, {41.106, 0.23}, {41.357, 0.23}, {41.607,
0.23}, {41.859, 0.23}, {42.111, 0.23}, {42.361, 0.23}, {42.613,
0.23}, {42.863, 0.23}, {43.113, 0.23}, {43.365, 0.23}, {43.616,
0.23}, {43.867, 0.23}, {44.117, 0.23}, {44.368, 0.23}, {44.619,
0.23}, {44.871, 0.23}, {45.122, 0.23}, {45.373, 0.23}, {45.624,
0.23}, {45.876, 0.23}, {46.128, 0.23}, {46.379, 0.23}, {46.631,
0.23}, {46.881, 0.23}, {47.131, 0.23}, {47.382, 0.23}, {47.634,
0.23}, {47.887, 0.23}, {48.137, 0.23}, {48.387, 0.23}, {48.639,
0.23}, {48.889, 0.23}, {49.141, 0.23}, {49.391, 0.23}, {49.643,
0.23}, {49.895, 0.23}, {50.147, 0.23}, {50.399, 0.23}, {50.649,
0.23}, {50.899, 0.23}, {51.15, 0.23}, {51.401, 0.23}, {51.653,
0.23}, {51.903, 0.23}, {52.153, 0.23}, {52.403, 0.23}, {52.653,
0.23}, {52.904, 0.23}, {53.155, 0.23}, {53.408, 0.23}, {53.66,
0.23}, {53.913, 0.23}, {54.166, 0.23}, {54.416, 0.23}, {54.668,
0.23}, {54.918, 0.23}, {55.17, 0.23}, {55.422, 0.23}, {55.675,
0.23}, {55.925, 0.23}, {56.175, 0.23}, {56.425, 0.23}, {56.675,
0.23}, {56.925, 0.23}, {57.178, 0.23}, {57.431, 0.23}, {57.682,
0.23}, {57.935, 0.23}, {58.185, 0.23}, {58.436, 0.23}, {58.688,
0.23}, {58.94, 0.23}, {59.192, 0.23}, {59.445, 0.23}, {59.698,
0.23}, {59.948, 0.23}, {60.198, 0.23}, {60.448, 0.23}, {60.698,
0.23}, {60.95, 0.23}, {61.2, 0.23}, {61.453, 0.23}, {61.703, 0.23},
{61.954, 0.23}, {62.205, 0.23}, {62.456, 0.23}, {62.708,
0.23}, {62.96, 0.23}, {63.21, 0.23}, {63.461, 0.23}, {63.713,
0.23}, {63.965, 0.23}, {64.217, 0.23}, {64.469, 0.23}, {64.721,
0.23}, {64.974, 0.23}, {65.227, 0.23}, {65.477, 0.23}, {65.728,
0.23}, {65.979, 0.23}, {66.23, 0.23}, {66.483, 0.23}, {66.734,
0.23}, {66.986, 0.23}, {67.238, 0.23}, {67.488, 0.23}, {67.739,
0.23}, {67.99, 0.23}, {68.241, 0.23}, {68.493, 0.23}, {68.745,
0.23}, {68.997, 0.23}, {69.249, 0.23}, {69.499, 0.23}, {69.751,
0.23}, {70.004, 0.23}, {70.257, 0.23}, {70.51, 0.23}, {70.763,
0.23}, {71.014, 0.23}, {71.266, 0.23}, {71.517, 0.23}, {71.769,
0.23}, {72.021, 0.23}, {72.273, 0.23}, {72.526, 0.001}, {72.777,
0.001}, {73.029, 0.001}, {73.281, 0.001}, {73.534, 0.001}, {73.786,
0.001}, {74.039, 0.001}, {74.291, 0.001}, {74.542, 0.001}, {74.792,
0.001}, {75.043, 0.001}, {75.294, 0.001}, {75.545, 0.15}, {75.798,
0.2}, {76.049, 0.2}, {76.299, 0.2}, {76.55, 0.2}, {76.802,
0.2}, {77.053, 0.2}, {77.304, 0.2}, {77.556, 0.2}, {77.806,
0.2}, {78.059, 0.2}, {78.312, 0.2}, {78.562, 0.2}, {78.814,
0.005}, {79.067, 0.005}, {79.32, 0.005}, {79.57, 0.005}, {79.823,
0.005}, {80.073, 0.005}, {80.324, 0.005}, {80.574, 0.005}, {80.824,
0.005}, {81.074, 0.005}, {81.326, 0.005}, {81.579, 0.006}, {81.829,
0.005}, {82.081, 0.004}, {82.333, 0.17}, {82.585, 0.21}, {82.838,
0.2}, {83.091, 0.2}, {83.344, 0.21}, {83.597, 0.2}, {83.847,
0.2}, {84.1, 0.2}, {84.353, 0.2}, {84.605, 0.2}, {84.858,
0.2}, {85.108, 0.2}, {85.359, 0.2}, {85.61, 0.2}, {85.862,
0.002}, {86.113, 0.003}, {86.365, 0.003}, {86.617, 0.003}, {86.869,
0.003}, {87.122, 0.003}, {87.374, 0.003}, {87.625, 0.003}, {87.876,
0.003}, {88.128, 0.003}, {88.381, 0.003}, {88.631, 0.003}, {88.884,
0.003}, {89.134, 0.003}, {89.384, 0.003}, {89.637, 0.003}, {89.887,
0.003}, {90.137, 0.002}, {90.388, 0.015}, {90.638, 0.19}, {90.888,
0.19}, {91.141, 0.19}, {91.391, 0.19}, {91.641, 0.19}, {91.891,
0.19}, {92.142, 0.19}, {92.392, 0.19}, {92.643, 0.19}, {92.894,
0.19}, {93.145, 0.19}, {93.395, 0.19}, {93.646, 0.19}, {93.897,
0.19}, {94.147, 0.19}, {94.397, 0.19}, {94.65, 0.18}, {94.9,
0.019}, {95.15, 0.02}, {95.401, 0.02}, {95.651, 0.02}, {95.901,
0.02}, {96.151, 0.02}, {96.401, 0.02}, {96.651, 0.02}, {96.901,
0.02}, {97.151, 0.02}, {97.404, 0.02}, {97.656, 0.02}, {97.909,
0.02}, {98.162, 0.02}, {98.415, 0.02}, {98.668, 0.02}, {98.92,
0.02}, {99.173, 0.019}, {99.425, 0.021}, {99.678, 0.024}, {99.93,
0.031}, {100.182, 0.14}, {100.433, 0.15}, {100.686, 0.15}, {100.936,
0.15}, {101.187, 0.15}, {101.439, 0.15}, {101.69, 0.15}, {101.942,
0.15}, {102.193, 0.15}, {102.444, 0.15}, {102.695, 0.15}, {102.946,
0.15}, {103.197, 0.15}, {103.448, 0.15}, {103.699, 0.15}, {103.949,
0.15}, {104.199, 0.15}, {104.449, 0.15}, {104.7, 0.037}, {104.951,
0.057}, {105.202, 0.059}, {105.453, 0.06}, {105.704,
0.06}, {105.955, 0.06}, {106.206, 0.059}, {106.457, 0.06}, {106.708,
0.06}, {106.959, 0.06}, {107.212, 0.06}, {107.465, 0.06}, {107.715,
0.06}, {107.967, 0.06}, {108.218, 0.06}, {108.469, 0.06}, {108.72,
0.06}, {108.971, 0.06}, {109.222, 0.059}, {109.474,
0.059}, {109.725, 0.06}, {109.976, 0.06}, {110.226,
0.059}, {110.479, 0.057}, {110.732, 0.057}, {110.982,
0.061}, {111.233, 0.081}, {111.484, 0.19}, {111.734, 0.2}, {111.985,
0.19}, {112.236, 0.19}, {112.486, 0.18}, {112.737, 0.19}, {112.987,
0.19}, {113.237, 0.19}, {113.489, 0.19}, {113.741, 0.19}, {113.992,
0.19}, {114.245, 0.19}, {114.498, 0.19}, {114.751, 0.19}, {115.004,
0.19}, {115.257, 0.19}, {115.51, 0.19}, {115.763, 0.19}, {116.015,
0.19}, {116.267, 0.18}, {116.519, 0.17}, {116.769, 0.083}, {117.022,
0.001}, {117.272, 0.001}, {117.522, 0.003}, {117.773,
0.004}, {118.025, 0.004}, {118.276, 0.004}, {118.526,
0.003}, {118.777, 0.004}, {119.028, 0.004}, {119.278,
0.004}, {119.528, 0.004}, {119.778, 0.004}, {120.029,
0.004}, {120.281, 0.004}, {120.533, 0.004}, {120.785,
0.004}, {121.035, 0.004}, {121.288, 0.004}, {121.538,
0.004}, {121.791, 0.004}, {122.041, 0.004}, {122.294,
0.004}, {122.547, 0.004}, {122.8, 0.003}, {123.051,
0.004}, {123.301, 0.004}, {123.551, 0.004}, {123.802,
0.003}, {124.054, 0.002}, {124.304, 0.003}, {124.557,
0.008}, {124.809, 0.081}, {125.062, 0.19}, {125.315, 0.2}, {125.568,
0.2}, {125.82, 0.2}, {126.071, 0.2}, {126.321, 0.2}, {126.574,
0.2}, {126.824, 0.2}, {127.075, 0.2}, {127.327, 0.2}, {127.58,
0.2}, {127.832, 0.2}, {128.085, 0.2}, {128.337, 0.2}, {128.589,
0.2}, {128.842, 0.2}, {129.093, 0.2}, {129.343, 0.2}, {129.596,
0.2}, {129.849, 0.2}, {130.102, 0.2}, {130.352, 0.2}, {130.603,
0.2}, {130.855, 0.2}, {131.107, 0.2}, {131.359, 0.2}, {131.61,
0.2}, {131.862, 0.2}, {132.113, 0.2}, {132.364, 0.2}, {132.616,
0.2}, {132.868, 0.2}, {133.12, 0.15}, {133.373, 0.1}, {133.623,
0.093}, {133.874, 0.096}, {134.125, 0.1}, {134.376, 0.1}, {134.627,
0.1}, {134.877, 0.1}, {135.128, 0.1}, {135.378, 0.1}, {135.63,
0.1}, {135.882, 0.1}, {136.133, 0.1}, {136.384, 0.1}, {136.637,
0.1}, {136.89, 0.1}, {137.14, 0.1}, {137.39, 0.1}, {137.641,
0.1}, {137.891, 0.1}, {138.142, 0.1}, {138.392, 0.1}, {138.645,
0.1}, {138.897, 0.1}, {139.148, 0.1}, {139.399, 0.1}, {139.651,
0.1}, {139.903, 0.1}, {140.153, 0.1}, {140.403, 0.1}, {140.654,
0.1}, {140.904, 0.1}, {141.155, 0.1}, {141.406, 0.098}, {141.656,
0.077}, {141.908, 0.019}, {142.16, 0.064}, {142.412,
0.086}, {142.663, 0.091}, {142.915, 0.089}, {143.165,
0.089}, {143.415, 0.089}, {143.666, 0.088}, {143.917,
0.089}, {144.168, 0.089}, {144.419, 0.089}, {144.67,
0.089}, {144.92, 0.089}, {145.173, 0.089}, {145.426,
0.089}, {145.678, 0.089}, {145.93, 0.089}, {146.18, 0.089}, {146.43,
0.089}, {146.682, 0.089}, {146.933, 0.089}, {147.184,
0.089}, {147.436, 0.089}, {147.687, 0.089}, {147.939,
0.089}, {148.19, 0.089}, {148.443, 0.089}, {148.695,
0.089}, {148.948, 0.089}, {149.198, 0.089}, {149.449,
0.089}, {149.7, 0.089}, {149.952, 0.089}, {150.205,
0.089}, {150.457, 0.089}, {150.709, 0.089}, {150.962,
0.089}, {151.214, 0.089}, {151.466, 0.089}, {151.716,
0.089}, {151.966, 0.089}, {152.217, 0.089}, {152.469,
0.089}, {152.722, 0.089}, {152.972, 0.089}, {153.222,
0.089}, {153.472, 0.089}, {153.722, 0.089}, {153.972,
0.089}, {154.223, 0.089}, {154.473, 0.089}, {154.723,
0.089}, {154.973, 0.089}, {155.226, 0.089}, {155.477,
0.089}, {155.728, 0.089}, {155.981, 0.089}, {156.233,
0.089}, {156.486, 0.089}, {156.739, 0.089}, {156.992,
0.089}, {157.245, 0.089}, {157.495, 0.089}, {157.745,
0.089}, {157.998, 0.089}, {158.251, 0.089}, {158.501,
0.089}, {158.752, 0.089}, {159.003, 0.089}, {159.255,
0.088}, {159.507, 0.09}, {159.76, 0.088}, {160.012, 0.09}, {160.265,
0.088}, {160.515, 0.089}, {160.768, 0.089}, {161.018,
0.088}, {161.268, 0.089}, {161.518, 0.089}, {161.77,
0.089}, {162.02, 0.089}, {162.272, 0.089}, {162.523,
0.089}, {162.775, 0.089}, {163.028, 0.089}, {163.28,
0.089}, {163.533, 0.089}, {163.786, 0.089}, {164.039,
0.089}, {164.289, 0.089}, {164.54, 0.089}, {164.791,
0.089}, {165.042, 0.089}, {165.293, 0.089}, {165.544,
0.089}, {165.795, 0.089}, {166.046, 0.089}, {166.298,
0.089}, {166.55, 0.089}, {166.802, 0.089}, {167.055,
0.089}, {167.305, 0.089}, {167.556, 0.089}, {167.808,
0.089}, {168.06, 0.089}, {168.311, 0.089}, {168.561,
0.089}, {168.811, 0.089}, {169.061, 0.089}, {169.312,
0.089}, {169.563, 0.089}, {169.815, 0.089}, {170.067,
0.089}, {170.317, 0.089}, {170.567, 0.089}, {170.818,
0.089}, {171.07, 0.089}, {171.322, 0.089}, {171.572,
0.089}, {171.822, 0.089}, {172.073, 0.089}, {172.323,
0.089}, {172.574, 0.089}, {172.825, 0.089}, {173.076,
0.089}, {173.329, 0.089}, {173.579, 0.089}, {173.83,
0.089}, {174.081, 0.089}, {174.333, 0.089}, {174.584,
0.089}, {174.835, 0.089}, {175.087, 0.089}, {175.337,
0.089}, {175.587, 0.089}, {175.838, 0.089}, {176.089,
0.089}, {176.341, 0.089}, {176.591, 0.089}, {176.841,
0.089}, {177.091, 0.089}, {177.342, 0.089}, {177.593,
0.089}, {177.844, 0.089}, {178.096, 0.089}, {178.347,
0.089}, {178.597, 0.089}, {178.847, 0.089}, {179.098,
0.089}, {179.351, 0.089}, {179.604, 0.089}, {179.857,
0.089}, {180.107, 0.089}, {180.357, 0.087}, {180.607,
0.088}, {180.857, 0.091}, {181.108, 0.088}, {181.358,
0.089}, {181.609, 0.088}, {181.859, 0.089}, {182.11,
0.092}, {182.361, 0.089}, {182.613, 0.088}, {182.865,
0.087}, {183.118, 0.086}, {183.371, 0.087}, {183.625,
0.09}, {183.878, 0.089}, {184.128, 0.088}, {184.382,
0.089}, {184.632, 0.089}, {184.882, 0.088}, {185.133,
0.089}, {185.384, 0.089}, {185.636, 0.089}, {185.888,
0.089}, {186.139, 0.089}, {186.391, 0.089}, {186.644,
0.089}, {186.896, 0.089}, {187.149, 0.089}, {187.402,
0.089}, {187.656, 0.089}, {187.91, 0.089}, {188.16,
0.089}, {188.413, 0.089}, {188.665, 0.089}, {188.915,
0.089}, {189.166, 0.089}, {189.417, 0.089}, {189.668,
0.089}, {189.92, 0.089}, {190.172, 0.089}, {190.424,
0.089}, {190.676, 0.089}, {190.929, 0.089}, {191.179,
0.089}, {191.43, 0.089}, {191.681, 0.089}, {191.933,
0.089}, {192.184, 0.089}, {192.435, 0.089}, {192.685,
0.089}, {192.936, 0.089}, {193.186, 0.089}, {193.437,
0.089}, {193.688, 0.089}, {193.94, 0.089}, {194.194,
0.089}, {194.448, 0.089}, {194.698, 0.088}, {194.948,
0.091}, {195.198, 0.089}, {195.449, 0.086}, {195.703,
0.089}, {195.957, 0.094}, {196.211, 0.093}, {196.465,
0.088}, {196.719, 0.086}, {196.969, 0.086}, {197.22,
0.086}, {197.473, 0.085}, {197.726, 0.085}, {197.979,
0.088}, {198.232, 0.09}, {198.486, 0.089}, {198.74,
0.086}, {198.993, 0.086}, {199.245, 0.088}, {199.497,
0.089}, {199.749, 0.087}, {200.001, 0.086}, {200.255,
0.087}, {200.505, 0.088}, {200.755, 0.087}, {201.006,
0.086}, {201.257, 0.087}, {201.508, 0.088}, {201.759,
0.087}, {202.01, 0.086}, {202.261, 0.087}, {202.512,
0.088}, {202.762, 0.088}, {203.012, 0.086}, {203.263,
0.085}, {203.515, 0.087}, {203.767, 0.091}, {204.02,
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My objective is to have all the points with the same y value be concatenated. So in the example above, the table would go from {0.,1.} all the way to {17.308, 0.22}. Then all the ordered pairs from {0., 1.} to {17.057, 1.} would be only one or two ordered pairs. Runtime is not an issue. I don't need this to be efficient for the time being. Thank you in advance. Cheers
data
being the list of pairs, doesGatherBy[data, Last -> Identity]
orGatherBy[data, Last -> First]
answer your question? $\endgroup$ – Henrik Schumacher Dec 3 '17 at 18:20