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Comparison of collection and mediation of shifts in z-spacing
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{ | |
"cells": [ | |
{ | |
"cell_type": "code", | |
"execution_count": 1, | |
"metadata": { | |
"collapsed": true | |
}, | |
"outputs": [], | |
"source": [ | |
"%matplotlib inline\n", | |
"\n", | |
"import numpy as np\n", | |
"import matplotlib.pyplot as plt" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 2, | |
"metadata": { | |
"collapsed": true | |
}, | |
"outputs": [], | |
"source": [ | |
"def make_hist(data, **kwargs):\n", | |
"\tmeans = np.array([np.mean(x) for x in data])\n", | |
"\tstds = np.array([np.std(x) for x in data])\n", | |
"\tm = np.min(means-1*stds)\n", | |
"\tM = np.max(means+1*stds)\n", | |
"\n", | |
"\treturn means, stds, plt.hist(data, range=(m, M), **kwargs)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 3, | |
"metadata": { | |
"collapsed": true | |
}, | |
"outputs": [], | |
"source": [ | |
"trove_data = np.genfromtxt('with-trove.csv', delimiter=',') / 1e9\n", | |
"map_data = np.genfromtxt('with-map.csv', delimiter=',') / 1e9\n", | |
"array_data = np.genfromtxt('with-array.csv', delimiter=',') / 1e9" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 4, | |
"metadata": { | |
"collapsed": false | |
}, | |
"outputs": [ | |
{ | |
"name": "stdout", | |
"output_type": "stream", | |
"text": [ | |
"[ 0.00987477 0.00565942 0.00442126]\n", | |
"[ 0.00160286 0.00077777 0.00033761]\n", | |
"[ 1.97219244e-04 4.97402900e-05 4.13794489e-05]\n", | |
"[ 6.45781989e-05 1.09865445e-05 7.08140187e-06]\n" | |
] | |
}, | |
{ | |
"data": { | |
"image/png": 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qQROA3Hnn5/PmN1+Va6/dnTvv/PxL62+++YZ897tP5JZb3p577vnysusWP/6uu/4sSXLH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\niIpCEwAAAAAQ1Q9EYPIg1t/yWQAAAABJRU5ErkJggg==\n", | |
"text/plain": [ | |
"<matplotlib.figure.Figure at 0x7fe9766a9dd8>" | |
] | |
}, | |
"metadata": {}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"fig = plt.figure(figsize=(11,8))\n", | |
"ax = plt.subplot(1, 2, 1)\n", | |
"means, stds, hist = make_hist(\n", | |
" (map_data[100:,0], trove_data[100:,0], array_data[100:,0]),\n", | |
" label=('map', 'trove', 'array')\n", | |
")\n", | |
"print(means)\n", | |
"print(stds)\n", | |
"plt.legend(loc=1)\n", | |
"plt.title('collect')\n", | |
"plt.xlabel('time [s]')\n", | |
"ax.xaxis.set_ticks(ax.get_xlim())\n", | |
"\n", | |
"ax = plt.subplot(1, 2, 2)\n", | |
"means, stds, hist = make_hist(\n", | |
" (map_data[100:,1], trove_data[100:,1], array_data[100:,1]),\n", | |
" label=('map', 'trove', 'array')\n", | |
")\n", | |
"print(means)\n", | |
"print(stds)\n", | |
"plt.legend()\n", | |
"plt.title('mediate')\n", | |
"ax.xaxis.set_ticks(ax.get_xlim())\n", | |
"plt.xlabel('time [s]')\n", | |
"\n", | |
"\n", | |
"plt.show()" | |
] | |
} | |
], | |
"metadata": { | |
"kernelspec": { | |
"display_name": "Python 3", | |
"language": "python", | |
"name": "python3" | |
}, | |
"language_info": { | |
"codemirror_mode": { | |
"name": "ipython", | |
"version": 3 | |
}, | |
"file_extension": ".py", | |
"mimetype": "text/x-python", | |
"name": "python", | |
"nbconvert_exporter": "python", | |
"pygments_lexer": "ipython3", | |
"version": "3.6.0" | |
} | |
}, | |
"nbformat": 4, | |
"nbformat_minor": 2 | |
} |
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Trying to speed up (z-spacing)[https://github.com/saalfeldlab/z-spacing]: Replace
Map< Long, Double >
byTDoubleArrayList[]
to avoid object creation and boxing. Potential room for improvement: Usedouble[]
andint[]
because we know the maximum number of shifts for each location, thus avoiding all object creations.