Notebook saving problem with JupyterLab 3.1.x

README.md

Saving problems in JupyterLab 3.1.x

The notebook in this gist is meant to illustrate a problem we're experiencing with a notebook that often fails to save at all when attempting to write to it from a cloud-hosted bub.

See the saving-bug notebok for more details.

saving-bug.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Saving issue with this notebook on a cloud-hosted hub\n",
    "\n",
    "This notebook has presented a problem when we try to save it from a cloud-hosted hub, when running on relatively small instances, and particularly when accessed from browsers on laptops with limited RAM (8GB).  It is not clear what is causing the problem, hence making this gist so we can test some more.\n",
    "\n",
    "How to reproduce:\n",
    "\n",
    "- Change anything (no need to run code, just add a cell, change some markdown or add a comment to code).\n",
    "- Try to save the notebook.\n",
    "\n",
    "Then, see:\n",
    "- Does the \"Saving Started\" message appear at the bottom of JuptyerLab?\n",
    "- Does the saving complete successfully?\n",
    "\n",
    "A couple of things we've observed:\n",
    "\n",
    "- Using the same hosting hub and laptop client, the problem does _not_ appear when accessing this notebook through Classic, only through JupyterLab.\n",
    "\n",
    "- @krassowski on gitter [suggested the jupyterlab-git extension](https://gitter.im/jupyterlab/jupyterlab?at=613003a08065e87a8ebe079e) could be involved. We do have it installed on the hub where we see the problem, though we're not using it extensively. Not clear yet if it's really the issue or not.\n",
    "\n",
    "---\n",
    "All content below is the original notebook, leaving it here unmodified so we can test things as closely to the original setting as possible. Note that this notebook can't actually be run without quite a few dependencies and access to data that is only available on a private hub. The bug we're exploring appears without having to run any code, purely on saving, so that's not an issue."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Random Forest for Landsat 8\n",
    "\n",
    "This notebook is support material for the blog post here: http://www.machinalis.com/blog/obia/\n",
    "And here: http://remote-sensing.eu/image-classification-with-python/\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# %pip install pydot\n",
    "# a commentbn  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T20:39:12.123573",
     "start_time": "2016-04-16T20:39:11.561319"
    }
   },
   "outputs": [],
   "source": [
    "%config InlineBackend.figure_format = 'svg'\n",
    "%matplotlib inline\n",
    "#Can do matplotlib widget if want more interaction with figures, but it requires more memory\n",
    "\n",
    "import numpy as np\n",
    "import os, shutil\n",
    "import scipy\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "\n",
    "from matplotlib import pyplot as plt\n",
    "from matplotlib import colors\n",
    "from osgeo import gdal\n",
    "from skimage import exposure\n",
    "from skimage.segmentation import quickshift, felzenszwalb\n",
    "from sklearn import metrics\n",
    "from sklearn.ensemble import RandomForestClassifier\n",
    "import joblib\n",
    "from sklearn import datasets\n",
    "from sklearn.metrics import accuracy_score\n",
    "from sklearn.tree import export_graphviz\n",
    "import matplotlib.patches as mpatches\n",
    "import itertools\n",
    "from IPython.display import Image, display\n",
    "import pydot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "#RASTER_PATH = \"/Volumes/CROSS-COMPA/SST_Peterman_images/L7ETM_final/LE70322482009195EDC00/\"\n",
    "#RASTER_DATA_FILE = RASTER_PATH+\"LE70322482009195EDC00_gapfill.TIF\"\n",
    "file_path = '/home/jovyan/shared-readwrite/geostacks/polynyas/'\n",
    "FULLRASTER_DATA_FILE = file_path + 'LC82310142014171LGN00_gapfill.TIF'\n",
    "RASTER_DATA_FILE = file_path + 'LC82310142014171LGN00_gapfill_subset.tif'\n",
    "MASKFULL_FILE = file_path + 'SermilikLandMask_Adj.tif'\n",
    "MASK_FILE = file_path + 'SermilikLandMask_Subset_Adj.tif'\n",
    "path_model = file_path + 'RandFor/'\n",
    "TRAIN_DATA_PATH = path_model + 'train/'\n",
    "TEST_DATA_PATH = path_model + 'test/'\n",
    "classif_file = file_path + 'LC82310142014171LGN00_subset_classification.tif'  \n",
    "model = path_model + 'Model_RF/model8.pkl'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "%yes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First, define some helper functions (taken from http://www.machinalis.com/blog/python-for-geospatial-data-processing/)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T20:39:12.142420",
     "start_time": "2016-04-16T20:39:12.125279"
    }
   },
   "outputs": [],
   "source": [
    "def create_mask_from_vector(vector_data_path, cols, rows, geo_transform,\n",
    "                            projection, target_value=1):\n",
    "    \"\"\"Rasterize the given vector (wrapper for gdal.RasterizeLayer).\"\"\"\n",
    "    data_source = gdal.OpenEx(vector_data_path, gdal.OF_VECTOR)\n",
    "    layer = data_source.GetLayer(0)\n",
    "    driver = gdal.GetDriverByName('MEM')  # In memory dataset\n",
    "    target_ds = driver.Create('', cols, rows, 1, gdal.GDT_UInt16)\n",
    "    target_ds.SetGeoTransform(geo_transform)\n",
    "    target_ds.SetProjection(projection)\n",
    "    gdal.RasterizeLayer(target_ds, [1], layer, burn_values=[target_value])\n",
    "    return target_ds\n",
    "\n",
    "\n",
    "def vectors_to_raster(file_paths, rows, cols, geo_transform, projection):\n",
    "    \"\"\"Rasterize all the vectors in the given directory into a single image.\"\"\"\n",
    "    labeled_pixels = np.zeros((rows, cols))\n",
    "    for i, path in enumerate(file_paths):\n",
    "        label = i+1\n",
    "        ds = create_mask_from_vector(path, cols, rows, geo_transform,\n",
    "                                     projection, target_value=label)\n",
    "        band = ds.GetRasterBand(1)\n",
    "        labeled_pixels += band.ReadAsArray()\n",
    "        ds = None\n",
    "    return labeled_pixels\n",
    "\n",
    "def writeGeotiff(geoImage,writeArray,outFile,noData=-999,newGeoT=[]):\n",
    "    \"Writes a geotiff from array. \\\n",
    "    ***Altered from writeGeotiff from William Armstrong. Originally modified \\\n",
    "    from filter function, originally provided by Karen Alley.*** \\\n",
    "    \\n\\nInputs: \\\n",
    "    \\n\\n    geoImage = filepath for a geotiff with the same projection as the array \\\n",
    "    \\n\\n    writeArray = array to write to geotiff \\\n",
    "    \\n\\n    outFn = filename for geotiff output \\\n",
    "    \\n\\n    noData = no data value, default = -999 \\\n",
    "    \\n\\n    newGeoT = new geotransform if image is a subset of that in geoimageFilepath; default = [] \\\n",
    "    \\n\\nOuputs: Geotiff with specified filename\"\n",
    "\n",
    "    # Opening files and retrieve projection for output info\t\t\t\n",
    "    geoImage1 = gdal.Open(geoImage) # just used for georeferencing information\n",
    "    [cols,rows] = writeArray.shape\n",
    "    proj = geoImage1.GetProjection()\n",
    "    \n",
    "    # If new image has same projection but different extent from geoimage\n",
    "    if not newGeoT:\n",
    "        trans = geoImage1.GetGeoTransform()\n",
    "    else:\n",
    "        trans = newGeoT\n",
    "\n",
    "    # Create the file, using the information from the original file\n",
    "    outDriver = gdal.GetDriverByName(\"GTiff\")\n",
    "    outData = outDriver.Create(str(outFile), rows, cols, 1, gdal.GDT_Float32)\n",
    "    outData.GetRasterBand(1).WriteArray(writeArray) # Write the array to the file\n",
    "    outData.GetRasterBand(1).SetNoDataValue(noData) # Set a no data value if required\n",
    "    outData.SetGeoTransform(trans) # Georeference the image\n",
    "    outData.SetProjection(proj) # Write projection information\n",
    "    outData.FlushCache() # Clear memory\n",
    "    \n",
    "def subGtiff (subset,gdalTranslate=None):\n",
    "    \"Subsets a GeoTiff, writes it to a new file, and outputs a numpy array of the subset \\\n",
    "    \\n\\nInputs: \\\n",
    "    \\n\\n    subset = tuple with 6 inputs for subset as follows: \\\n",
    "    \\n\\n        ulx = upper left x coordinate in UTM (maybe other projections too) \\\n",
    "    \\n\\n        uly = upper left y coordinate in UTM  \\\n",
    "    \\n\\n        lrx = lower right x coordinate in UTM  \\\n",
    "    \\n\\n        lry = lower right y coordinate in UTM  \\\n",
    "    \\n\\n        infile = input raster file path as a string \\\n",
    "    \\n\\n        outfile = output raster file path as a string \\\n",
    "    \\n\\n    gdalTranslate = path for gdalTranslate if not using Tasha's computer; default=None \\\n",
    "    \\n\\nOutput: Geotiff written to outfile\"    \n",
    "    \n",
    "    # Sets up gdal translate\n",
    "    if gdalTranslate == None:\n",
    "        gdalTranslate = r'/usr/local/Cellar/gdal2/2.1.2/bin/gdal_translate'\n",
    "    trans = gdalTranslate + ' -of GTiff -projwin %s %s %s %s %s %s' %(subset)     \n",
    "    \n",
    "    # Runs the process    \n",
    "    os.system(trans)\n",
    "    \n",
    "    print ('Subset created')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# # Create subset for raster if not already created\n",
    "# # Helheim subset coordinates\n",
    "# ulx = 520926.0\n",
    "# uly = 7339961.0\n",
    "# lrx = 623600.0\n",
    "# lry = 7223749.0 \n",
    "\n",
    "# subGtiff((ulx,uly,lrx,lry,FULLRASTER_DATA_FILE,RASTER_DATA_FILE))\n",
    "# subGtiff((ulx,uly,lrx,lry,MASKFULL_FILE,MASK_FILE))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T20:39:12.467160",
     "start_time": "2016-04-16T20:39:12.145718"
    },
    "code_folding": []
   },
   "outputs": [],
   "source": [
    "# Read in raster for building RF model\n",
    "# L8 images gapfill files include bands 3/5/6/9 (green/NIR/SWIR/cirrus)\n",
    "raster_dataset = gdal.Open(FULLRASTER_DATA_FILE, gdal.GA_ReadOnly)\n",
    "geo_transform = raster_dataset.GetGeoTransform()\n",
    "proj = raster_dataset.GetProjectionRef()\n",
    "n_bands = raster_dataset.RasterCount\n",
    "bands_data = []\n",
    "for b in range(1, n_bands+1):\n",
    "    band = raster_dataset.GetRasterBand(b)\n",
    "    bands_data.append(band.ReadAsArray())\n",
    "\n",
    "bands_data = np.dstack(b for b in bands_data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create images"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T20:39:12.671436",
     "start_time": "2016-04-16T20:39:12.469040"
    }
   },
   "outputs": [],
   "source": [
    "img = exposure.rescale_intensity(bands_data) #*****\n",
    "# rgb_img = np.dstack([img[:, :, 3], img[:, :, 2], img[:, :, 1]])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T20:39:12.765914",
     "start_time": "2016-04-16T20:39:12.674748"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x10ea8ee10>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
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    "plt.figure()\n",
    "plt.imshow(img[:, :, 1]])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Training data\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T20:43:42.856036",
     "start_time": "2016-04-16T20:43:42.849280"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['data/train/Fjord8.shp', 'data/train/Ice8.shp', 'data/train/NA8.shp', 'data/train/SCloud8.shp']\n"
     ]
    }
   ],
   "source": [
    "# File names need to be in order so that first in the alphabet is Fjord=1, Ice=2, and then anything \n",
    "# else to match classification numbers used later  \n",
    "rows, cols, n_bands = img.shape\n",
    "files = [f for f in os.listdir(TRAIN_DATA_PATH) if f.endswith('8.shp')]\n",
    "files.sort() \n",
    "classes_labels = [f.split('.')[0] for f in files]\n",
    "shapefiles = [os.path.join(TRAIN_DATA_PATH, f) for f in files if f.endswith('8.shp')]\n",
    "print(classes_labels)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T20:43:43.161327",
     "start_time": "2016-04-16T20:43:43.085944"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "4"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Rasterize all vectors into one image\n",
    "ground_truth = vectors_to_raster(shapefiles, rows, cols, geo_transform, proj)\n",
    "classes = np.unique(ground_truth)[1:]  # 0 doesn't count\n",
    "len(classes)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T20:43:43.207154",
     "start_time": "2016-04-16T20:43:43.162731"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training pixels for class 1: 5108\n",
      "Training pixels for class 2: 9199\n",
      "Training pixels for class 3: 1274\n",
      "Training pixels for class 4: 47042\n"
     ]
    }
   ],
   "source": [
    "# Label pixels for training\n",
    "pixels_per_klass = {}\n",
    "#training_pixels = np.zeros((ground_truth[1],img.shape[2]),dtype='uint8')\n",
    "for klass in classes:\n",
    "    training_pixels = img[ground_truth>0]\n",
    "    pixels_of_klass = img[ground_truth==klass]\n",
    "    pixels_per_klass[klass] = pixels_of_klass\n",
    "    print(\"Training pixels for class %i: %i\" % (klass, len(pixels_per_klass[klass])))\n",
    "    \n",
    "X = training_pixels\n",
    "Y = ground_truth[ground_truth > 0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true,
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     "outputs_hidden": true
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   },
   "outputs": [],
   "source": [
    "# ***Redo all of these above for Antarctic images and then concatenate the X and Y?\n",
    "# Then check to see if the new model (with a different name) does better than model82"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Train a classifier\n",
    "\n",
    "Produce random forest model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T21:35:37.140681",
     "start_time": "2016-04-16T21:35:37.137895"
    }
   },
   "outputs": [],
   "source": [
    "classifier = RandomForestClassifier(n_jobs=-1, n_estimators = 99, criterion = 'gini', max_depth = 4, \n",
    "                                min_samples_split = 2, min_samples_leaf = 1, max_features = 'auto', \n",
    "                                bootstrap = True, oob_score = True, random_state = None, verbose = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2016-04-16T21:35:37.345918",
     "start_time": "2016-04-16T21:35:37.142336"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[Parallel(n_jobs=-1)]: Done  42 tasks      | elapsed:    0.3s\n",
      "[Parallel(n_jobs=-1)]: Done  99 out of  99 | elapsed:    0.6s finished\n"
     ]
    }
   ],
   "source": [
    "rf = classifier.fit(X, Y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['/Users/tsnow03/GoogleDrive/User/Docs/Python/LandsatSST/Scripts/data/Train_Test_Output/Model_RF/model82.pkl']"
      ]
     },
     "execution_count": 40,
     "metadata": {},
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   ],
   "source": [
    "joblib.dump(rf, model)"
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  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Classify all pixels\n",
    "Now we have to transform all segments into a _segment models_ in order to classify them"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "subset_dataset = gdal.Open(RASTER_DATA_FILE, gdal.GA_ReadOnly)\n",
    "subgeo_transform = subset_dataset.GetGeoTransform()\n",
    "subproj = subset_dataset.GetProjectionRef()\n",
    "sub_n_bands = subset_dataset.RasterCount\n",
    "sub_bands_data = []\n",
    "for b in range(1, sub_n_bands+1):\n",
    "    sub_band = subset_dataset.GetRasterBand(b)\n",
    "    sub_bands_data.append(sub_band.ReadAsArray())\n",
    "\n",
    "subimg = np.dstack(b for b in sub_bands_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "bands_shape = subimg.shape[2]\n",
    "# rgb_subimg = np.dstack([subimg[:, :, 3], subimg[:, :, 2], subimg[:, :, 1]])"
   ]
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  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
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   "source": [
    "plt.figure()\n",
    "plt.imshow(subimg[:, :, 1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
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      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "# Read in and apply land mask\n",
    "mask_dataset = gdal.Open(MASK_FILE, gdal.GA_ReadOnly)\n",
    "mask = mask_dataset.GetRasterBand(1)\n",
    "mask_data = mask.ReadAsArray()\n",
    "mask_data.shape\n",
    "\n",
    "# Number 'mask_data' replicated in next line must match number of bands used for classification\n",
    "mask_stack = np.dstack([mask_data[:, :], mask_data[:, :], mask_data[:, :], mask_data[:, :]])\n",
    "maskimg = np.where(mask_stack==-9.223372e+18,0,subimg)\n",
    "rgb_maskimg = np.dstack([maskimg[:, :, 3], maskimg[:, :, 2], maskimg[:, :, 1]])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
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     "metadata": {},
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    "plt.figure()\n",
    "plt.imshow(mask_data)"
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    "# Call random forest model          \n",
    "clf = joblib.load(model)    \n",
    "\n",
    "# Classification of array and save as image \n",
    "new_shape = (maskimg.shape[0] * maskimg.shape[1], maskimg.shape[2]) \n",
    "maskimg_as_array = maskimg[:, :, :bands_shape].reshape(new_shape)   \n",
    "\n",
    "imgclass_prediction = clf.predict(maskimg_as_array)"
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   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [],
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    "# Reshape and reassign classifications from order read in - Water = 1, Ice = 2, Cloud and NA = 0\n",
    "imgclass_prediction = imgclass_prediction.reshape(subimg[:, :, 0].shape)\n",
    "output1 = np.where(imgclass_prediction==4,0,imgclass_prediction)\n",
    "output = np.where(output1==3,0,output1)"
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