diff --git a/L3_DataPreparation.ipynb b/L3_DataPreparation.ipynb
index 221e8a8..fb7d9a0 100644
--- a/L3_DataPreparation.ipynb
+++ b/L3_DataPreparation.ipynb
@@ -108,219 +108,56 @@
},
{
"cell_type": "code",
- "execution_count": 75,
+ "execution_count": null,
+ "id": "7b71f450",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from pathlib import Path \n",
+ "from os import path as p\n",
+ "\n",
+ "BASE_FOLDER = Path(p.abspath(p.curdir))\n",
+ "DATA_FOLDER = BASE_FOLDER / \"dataset\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
"id": "c0a85288-4f43-4732-98b1-1b9e3bc6eae5",
"metadata": {},
"outputs": [],
"source": [
"# Load data\n",
"import pandas as pd\n",
- "raw_data = pd.read_csv(\"https://raw.githubusercontent.com/OpenMined/PySyft/dev/notebooks/course3/dataset/L3_data.csv\")"
+ "\n",
+ "if DATA_FOLDER.exists():\n",
+ " datafile_ref = DATA_FOLDER / \"L3_raw_data.csv\"\n",
+ "else:\n",
+ " datafile_ref = \"https://raw.githubusercontent.com/OpenMined/PySyft/dev/notebooks/course3/dataset/L3_data.csv\"\n",
+ "\n",
+ "raw_data = pd.read_csv(datafile_ref)"
]
},
{
"cell_type": "code",
- "execution_count": 76,
+ "execution_count": null,
"id": "03a5c8e2-642c-4686-921c-51b9ca9ab89b",
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+ "outputs": [],
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"raw_data.head()"
]
},
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "09a5662b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "raw_data.shape"
+ ]
+ },
{
"cell_type": "markdown",
"id": "8ee93c43-ee4f-4848-ba08-4a31b7366805",
@@ -328,26 +165,15 @@
"source": [
"In this dataset, each column corresponds to a country, each row corresponds to a new month where data was collected, and each value in this DataFrame corresponds to the number of COVID19 cases in the country at the start of that month. \n",
"\n",
- "So for instance, Country 0 had 1140 COVID cases at the start of when this data was collected (row 0), and only 451 when the data was last collected (row 53)."
+ "So for instance, Country 0 had `2280` COVID cases at the start of when this data was collected (`row 0`), and only `451` when the data was last collected (`row 53`)."
]
},
{
"cell_type": "code",
- "execution_count": 79,
+ "execution_count": null,
"id": "58d63f95-0b88-428d-94a9-58bb588aea0d",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "(1140, 451)"
- ]
- },
- "execution_count": 79,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
+ "outputs": [],
"source": [
"raw_data[\"0\"][0], raw_data[\"0\"][53]"
]
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@@ -587,7 +220,7 @@
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"id": "31f5b683-61cc-4390-b8bb-ed6e0dfae50b",
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@@ -606,203 +239,10 @@
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"source": [
"# See the resultant data\n",
"raw_data.head()"
@@ -820,1529 +260,57 @@
},
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\n",
- "
53 rows × 175 columns
\n",
- "
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- ],
- "text/plain": [
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- "\n",
- "[53 rows x 175 columns]"
- ]
- },
- "execution_count": 13,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
+ "outputs": [],
"source": [
"# Remove duplicated row\n",
- "raw_data.drop([0])"
+ "raw_data.drop([0], inplace=True)"
]
},
{
- "cell_type": "markdown",
- "id": "8326c068-5e4a-40cf-ba7b-3e707469a1a3",
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "6d6741b8",
"metadata": {},
+ "outputs": [],
"source": [
- "At this point, we might decide to visualize our dataset and see if there are any obvious outliers or anomalies. Let's look at the first country!"
+ "raw_data.shape"
]
},
{
- "cell_type": "code",
- "execution_count": 51,
- "id": "ddd7fef2-7ca3-440c-8bbd-6e17690f0db7",
+ "cell_type": "markdown",
+ "id": "8326c068-5e4a-40cf-ba7b-3e707469a1a3",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "[]"
- ]
- },
- "execution_count": 51,
- "metadata": {},
- "output_type": "execute_result"
- },
- {
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
"source": [
- "import matplotlib.pyplot as plt\n",
- "plt.plot(raw_data.T[24], \"r-*\")"
+ "At this point, we might decide to visualize our dataset and see if there are any obvious outliers or anomalies. Let's look at the first country!"
]
},
{
"cell_type": "code",
- "execution_count": 46,
- "id": "ed96e05f-68c7-4390-8571-6c481fe5818f",
+ "execution_count": null,
+ "id": "ddd7fef2-7ca3-440c-8bbd-6e17690f0db7",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "54"
- ]
- },
- "execution_count": 46,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
+ "outputs": [],
"source": [
- "raw_data.T[0].shape[0]"
+ "import matplotlib.pyplot as plt\n",
+ "plt.plot(raw_data.T.iloc[0], \"r-*\")\n",
+ "plt.show()"
]
},
{
"cell_type": "code",
- "execution_count": 66,
+ "execution_count": null,
"id": "bb0378da-80cd-43e4-bb0e-1778b132785e",
"metadata": {},
"outputs": [],
"source": [
+ "import numpy as np \n",
+ "\n",
"def plot_extrapolated_country(idx):\n",
- " x = list(range(54))\n",
- " y = raw_data.T[idx]\n",
+ " x = list(range(53))\n",
+ " y = raw_data.T.iloc[idx]\n",
" \n",
" plt.plot(y)\n",
" \n",
@@ -2359,49 +327,25 @@
},
{
"cell_type": "code",
- "execution_count": 67,
+ "execution_count": null,
"id": "f252c345-c5e2-4f00-83c1-5f24f5992656",
"metadata": {},
- "outputs": [
- {
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
"plot_extrapolated_country(129)"
]
},
{
"cell_type": "code",
- "execution_count": 49,
+ "execution_count": null,
"id": "9c67efe9-764f-4ce0-9c71-a5519e949885",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "129"
- ]
- },
- "execution_count": 49,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
+ "outputs": [],
"source": [
"thingies = []\n",
"for i in range(raw_data.T.shape[0]):\n",
- " x = range(54)\n",
- " y = raw_data.T[i]\n",
+ " x = range(53)\n",
+ " y = raw_data.T.iloc[i]\n",
" slope, intercept = np.polyfit(x, y, 1)\n",
" thingies.append(slope) #raw_data.T[i, -1] - raw_data.T[i, 0])\n",
" \n",
@@ -2410,35 +354,13 @@
},
{
"cell_type": "code",
- "execution_count": 80,
+ "execution_count": null,
"id": "0fdaf6f8-d371-43fe-a064-f5a7a14073a0",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- ""
- ]
- },
- "execution_count": 80,
- "metadata": {},
- "output_type": "execute_result"
- },
- {
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
- "pd.DataFrame(raw_data).plot(legend=False)"
+ "pd.DataFrame(raw_data).plot(legend=False)\n",
+ "plt.show()"
]
},
{
@@ -2446,7 +368,9 @@
"id": "c34d0da1-0e3e-4aaf-b26a-744e9a5c9dac",
"metadata": {},
"source": [
- "This seems alright, and doesn't seem to have any clear outliers or anomalies. We could do this for other countries, and maybe even employ other visualization methods such as clustering or PCA, depending on the type of data we're working with."
+ "This seems alright, and doesn't seem to have any clear outliers or anomalies. \n",
+ "\n",
+ "We could do this for other countries, and maybe even employ other visualization methods such as clustering or PCA, depending on the type of data we're working with."
]
},
{
@@ -2512,19 +436,10 @@
},
{
"cell_type": "code",
- "execution_count": 15,
+ "execution_count": null,
"id": "ddeb8d90-2dac-4637-a938-485d1548f94e",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "raw_data is of type: \n",
- "raw_data is of type: \n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"# Convert a Pandas Dataframe to NumPy array\n",
"print(f'raw_data is of type: {type(raw_data)}')\n",
@@ -2534,19 +449,10 @@
},
{
"cell_type": "code",
- "execution_count": 16,
+ "execution_count": null,
"id": "a69125e4-579e-4b1c-a2bf-d72040d58d45",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "test_data is of type: \n",
- "test_data is of type: \n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"# Convert a PyTorch Tensor to a NumPy array\n",
"import torch\n",
@@ -2566,7 +472,7 @@
},
{
"cell_type": "code",
- "execution_count": 17,
+ "execution_count": null,
"id": "90c1d0f3-e33b-4985-a9ac-0d0626a18792",
"metadata": {},
"outputs": [],
@@ -2585,19 +491,10 @@
},
{
"cell_type": "code",
- "execution_count": 18,
+ "execution_count": null,
"id": "805c2b1a-8a1f-47c3-8de2-4fafab86a2ef",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "random_data is of dtype: float64\n",
- "random_data is now of type: int32\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"random_data = np.random.random((5, 5)) * 10\n",
"print(f'random_data is of dtype: {random_data.dtype}')\n",
@@ -2679,7 +576,17 @@
},
{
"cell_type": "code",
- "execution_count": 19,
+ "execution_count": null,
+ "id": "d8f0cd3d",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "raw_data.T[0].shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
"id": "7c765d97-e091-4351-a0d4-420fb1121c32",
"metadata": {},
"outputs": [],
@@ -2687,7 +594,7 @@
"import syft as sy\n",
"\n",
"# select all of Country 0's data\n",
- "country0_data = raw_data[1:, :]\n",
+ "country0_data = raw_data.T[0]\n",
"\n",
"# Specify it to be a np.int32 dtype\n",
"country0_data = country0_data.astype(np.int32)\n",
@@ -2713,14 +620,24 @@
},
{
"cell_type": "code",
- "execution_count": 23,
+ "execution_count": null,
+ "id": "bc60923b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "raw_data.shape[-1]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
"id": "0f741fe4-5adf-4406-8727-18af72477dbe",
"metadata": {},
"outputs": [],
"source": [
"dataset = {\"Country 0\" : data}\n",
"entities = []\n",
- "for i in range(raw_data.shape[-1]):\n",
+ "for i in range(1, raw_data.shape[-1]):\n",
" country_name = f\"Country {i}\"\n",
" \n",
" # Create a new Entity correspoinding to the country and add it to the list\n",
@@ -2728,7 +645,9 @@
" entities.append(new_entity)\n",
" \n",
" # Add it to the Dataset Dictionary\n",
- " dataset[country_name] = sy.Tensor(raw_data[:, i].astype(np.int32)).private(min_val=0, max_val=150000, entities=new_entity)"
+ " entry = sy.Tensor(raw_data[:, i].astype(np.int32)).private(min_val=0, max_val=150000, \n",
+ " entities=new_entity)\n",
+ " dataset[country_name] = entry"
]
},
{
@@ -2743,39 +662,10 @@
},
{
"cell_type": "code",
- "execution_count": 24,
+ "execution_count": null,
"id": "c3d7642b-00f2-486a-80d8-9fee4a41bdae",
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "Connecting to http://localhost:8081... done! \t Logging into new_phil_node... done!\n",
- "Loading dataset... checking dataset name for uniqueness.......\n",
- "\n",
- "WARNING - Dataset Name Conflict: A dataset named 'COVID19 Cases in 175 countries' already exists.\n",
- "\n"
- ]
- },
- {
- "name": "stdin",
- "output_type": "stream",
- "text": [
- "Do you want to upload this dataset anyway? (y/n) y\n"
- ]
- },
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "\n",
- "Loading dataset... uploading... SUCCESS! \n",
- "\n",
- "Run .datasets to see your new dataset loaded into your machine!\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"# Login to Domain Node\n",
"domain_node = sy.login(email=\"info@openmined.org\", password=\"changethis\", port=8081)\n",
@@ -2800,144 +690,10 @@
},
{
"cell_type": "code",
- "execution_count": 25,
+ "execution_count": null,
"id": "a397bf1c-c32e-4dbd-a53d-d5464b37c412",
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- "\n",
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- " \n",
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- " \n",
- " \n",
- " \n",
- "\n",
- " \n",
- " | [0] | \n",
- " COVID Synthetic Weekly Cases | \n",
- " Synthetically-generated COVID weekly case dataset | \n",
- " [\"0\"] -> Tensor
[\"1\"] -> Tensor
[\"2\"] -> Tensor
[\"3\"] -> Tensor
[\"4\"] -> Tensor
[\"5\"] -> Tensor
[\"6\"] -> Tensor
[\"7\"] -> Tensor
[\"8\"] -> Tensor
[\"9\"] -> Tensor
| \n",
- " cb441fdc-aefa-4a44-8f1e-fe61c4e0eb3a | \n",
- "
\n",
- "\n",
- " \n",
- " | [1] | \n",
- " COVID Synthetic Weekly Cases v6 | \n",
- " Synthetically-generated COVID weekly case dataset | \n",
- " [\"weeklyCases\"] -> Tensor
[\"nextWeekCases\"] -> Tensor
| \n",
- " 8d1e7ac7-a562-4f05-805f-9f6cac0a0d54 | \n",
- "
\n",
- "\n",
- " \n",
- " | [2] | \n",
- " COVID Synthetic Weekly Cases v7 | \n",
- " Synthetically-generated COVID weekly case dataset | \n",
- " [\"weeklyCases\"] -> Tensor
| \n",
- " 32ea0eaf-5c47-4b27-8d2b-7a899e227dcc | \n",
- "
\n",
- "\n",
- " \n",
- " | [3] | \n",
- " COVID19 Cases in 175 countries | \n",
- " Weekly data for an entire year | \n",
- " [\"Country 0\"] -> Tensor
[\"Country 1\"] -> Tensor
[\"Country 2\"] -> Tensor
[\"Country 3\"] -> Tensor
[\"Country 4\"] -> Tensor
[\"Country 5\"] -> Tensor
[\"Country 6\"] -> Tensor
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[\"Country 49\"] -> Tensor
[\"Country 50\"] -> Tensor
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[\"Country 79\"] -> Tensor
[\"Country 80\"] -> Tensor
[\"Country 81\"] -> Tensor
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[\"Country 83\"] -> Tensor
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[\"Country 85\"] -> Tensor
[\"Country 86\"] -> Tensor
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[\"Country 88\"] -> Tensor
[\"Country 89\"] -> Tensor
[\"Country 90\"] -> Tensor
[\"Country 91\"] -> Tensor
[\"Country 92\"] -> Tensor
[\"Country 93\"] -> Tensor
[\"Country 94\"] -> Tensor
[\"Country 95\"] -> Tensor
[\"Country 96\"] -> Tensor
[\"Country 97\"] -> Tensor
[\"Country 98\"] -> Tensor
[\"Country 99\"] -> Tensor
[\"Country 100\"] -> Tensor
[\"Country 101\"] -> Tensor
[\"Country 102\"] -> Tensor
[\"Country 103\"] -> Tensor
[\"Country 104\"] -> Tensor
[\"Country 105\"] -> Tensor
[\"Country 106\"] -> Tensor
[\"Country 107\"] -> Tensor
[\"Country 108\"] -> Tensor
[\"Country 109\"] -> Tensor
[\"Country 110\"] -> Tensor
[\"Country 111\"] -> Tensor
[\"Country 112\"] -> Tensor
[\"Country 113\"] -> Tensor
[\"Country 114\"] -> Tensor
[\"Country 115\"] -> Tensor
[\"Country 116\"] -> Tensor
[\"Country 117\"] -> Tensor
[\"Country 118\"] -> Tensor
[\"Country 119\"] -> Tensor
[\"Country 120\"] -> Tensor
[\"Country 121\"] -> Tensor
[\"Country 122\"] -> Tensor
[\"Country 123\"] -> Tensor
[\"Country 124\"] -> Tensor
[\"Country 125\"] -> Tensor
[\"Country 126\"] -> Tensor
[\"Country 127\"] -> Tensor
[\"Country 128\"] -> Tensor
[\"Country 129\"] -> Tensor
[\"Country 130\"] -> Tensor
[\"Country 131\"] -> Tensor
[\"Country 132\"] -> Tensor
[\"Country 133\"] -> Tensor
[\"Country 134\"] -> Tensor
[\"Country 135\"] -> Tensor
[\"Country 136\"] -> Tensor
[\"Country 137\"] -> Tensor
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[\"Country 139\"] -> Tensor
[\"Country 140\"] -> Tensor
[\"Country 141\"] -> Tensor
[\"Country 142\"] -> Tensor
[\"Country 143\"] -> Tensor
[\"Country 144\"] -> Tensor
[\"Country 145\"] -> Tensor
[\"Country 146\"] -> Tensor
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[\"Country 148\"] -> Tensor
[\"Country 149\"] -> Tensor
[\"Country 150\"] -> Tensor
[\"Country 151\"] -> Tensor
[\"Country 152\"] -> Tensor
[\"Country 153\"] -> Tensor
[\"Country 154\"] -> Tensor
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[\"Country 156\"] -> Tensor
[\"Country 157\"] -> Tensor
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[\"Country 160\"] -> Tensor
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[\"Country 162\"] -> Tensor
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[\"Country 164\"] -> Tensor
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[\"Country 173\"] -> Tensor
[\"Country 174\"] -> Tensor
| \n",
- " c0f71066-0ca1-4062-a356-bf5793ab9070 | \n",
- "
\n",
- "\n",
- " \n",
- " | [4] | \n",
- " COVID19 Cases in 175 countries | \n",
- " Weekly data for an entire year | \n",
- " [\"Country 0\"] -> Tensor
[\"Country 1\"] -> Tensor
[\"Country 2\"] -> Tensor
[\"Country 3\"] -> Tensor
[\"Country 4\"] -> Tensor
[\"Country 5\"] -> Tensor
[\"Country 6\"] -> Tensor
[\"Country 7\"] -> Tensor
[\"Country 8\"] -> Tensor
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| \n",
- " f1e37695-43f1-4d44-9242-b0d62391e406 | \n",
- "
\n",
- "
\n",
- "\n",
- " "
- ],
- "text/plain": [
- ""
- ]
- },
- "execution_count": 25,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
+ "outputs": [],
"source": [
"domain_node.datasets"
]