notebook (5).ipynb

{"cells":[{"source":"# Make Predictions with Linear Regression","metadata":{},"id":"8ca5c670-8a64-4904-9d0a-4871d7ef3c44","cell_type":"markdown"},{"source":"This recipe shows how to perform linear regression on your data. You can either play around using the provided Boston housing data ([source](https://scikit-learn.org/stable/modules/generated/sklearn.datasets.load_boston.html)) or you can load your own data and make the necessary changes in `input_cols` and `output_col`. For the linear regression itself, you will use the `LinearRegression` functionality from the `scikit-learn` package.","metadata":{},"id":"8417ac1e-70f9-4cb9-9615-06969f1dccd2","cell_type":"markdown"},{"source":"# Load packages\nimport numpy as np \nimport pandas as pd \nfrom sklearn.model_selection import train_test_split\nfrom sklearn.linear_model import LinearRegression\nfrom sklearn.metrics import r2_score\nimport matplotlib.pyplot as plt\nimport seaborn as sns\nsns.set_style(\"darkgrid\", {\"axes.facecolor\": \".9\"})","metadata":{"executionCancelledAt":null,"executionTime":12,"lastExecutedAt":1703589899128,"lastScheduledRunId":null,"lastSuccessfullyExecutedCode":"# Load packages\nimport numpy as np \nimport pandas as pd \nfrom sklearn.model_selection import train_test_split\nfrom sklearn.linear_model import LinearRegression\nfrom sklearn.metrics import r2_score\nimport matplotlib.pyplot as plt\nimport seaborn as sns\nsns.set_style(\"darkgrid\", {\"axes.facecolor\": \".9\"})"},"id":"ad6694a6-f064-44a1-aa77-57095fda33e5","cell_type":"code","execution_count":9,"outputs":[]},{"source":"# Load data from the csv file\ndf = pd.read_csv(\"housing_data.csv\")\ndf","metadata":{"executionCancelledAt":null,"executionTime":51,"lastExecutedAt":1703589899179,"lastScheduledRunId":null,"lastSuccessfullyExecutedCode":"# Load data from the csv file\ndf = pd.read_csv(\"housing_data.csv\")\ndf","outputsMetadata":{"0":{"height":317,"type":"dataFrame"}}},"id":"50265658-3ac1-4075-bc11-46a313ddfa40","cell_type":"code","execution_count":10,"outputs":[{"output_type":"execute_result","data":{"application/com.datacamp.data-table.v2+json":{"table":{"schema":{"fields":[{"name":"index","type":"integer"},{"name":"CRIM","type":"number"},{"name":"ZN","type":"number"},{"name":"INDUS","type":"number"},{"name":"CHAS","type":"number"},{"name":"NOX","type":"number"},{"name":"RM","type":"number"},{"name":"AGE","type":"number"},{"name":"DIS","type":"number"},{"name":"RAD","type":"number"},{"name":"TAX","type":"number"},{"name":"PTRATIO","type":"number"},{"name":"LSTAT","type":"number"},{"name":"PRICE","type":"number"}],"primaryKey":["index"],"pandas_version":"1.4.0"},"data":{"index":[0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,241,242,243,244,245,246,247,248,249,250,251,252,253,254,255,256,257,258,259,260,261,262,263,264,265,266,267,268,269,270,271,272,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,325,326,327,328,329,330,331,332,333,334,335,336,337,338,339,340,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,367,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,392,393,394,395,396,397,398,399,400,401,402,403,404,405,406,407,408,409,410,411,412,413,414,415,416,417,418,419,420,421,422,423,424,425,426,427,428,429,430,431,432,433,434,435,436,437,438,439,440,441,442,443,444,445,446,447,448,449,450,451,452,453,454,455,456,457,458,459,460,461,462,463,464,465,466,467,468,469,470,471,472,473,474,475,476,477,478,479,480,481,482,483,484,485,486,487,488,489,490,491,492,493,494,495,496,497,498,499,500,501,502,503,504,505],"CRIM":[0.00632,0.02731,0.02729,0.03237,0.06905,0.02985,0.08829,0.14455,0.21124,0.17004,0.22489,0.11747,0.09378,0.62976,0.63796,0.62739,1.05393,0.7842,0.80271,0.7258,1.25179,0.85204,1.23247,0.98843,0.75026,0.84054,0.67191,0.95577,0.77299,1.00245,1.13081,1.35472,1.38799,1.15172,1.61282,0.06417,0.09744,0.08014,0.17505,0.02763,0.03359,0.12744,0.1415,0.15936,0.12269,0.17142,0.18836,0.22927,0.25387,0.21977,0.08873,0.04337,0.0536,0.04981,0.0136,0.01311,0.02055,0.01432,0.15445,0.10328,0.14932,0.17171,0.11027,0.1265,0.01951,0.03584,0.04379,0.05789,0.13554,0.12816,0.08826,0.15876,0.09164,0.19539,0.07896,0.09512,0.10153,0.08707,0.05646,0.08387,0.04113,0.04462,0.03659,0.03551,0.05059,0.05735,0.05188,0.07151,0.0566,0.05302,0.04684,0.03932,0.04203,0.02875,0.04294,0.12204,0.11504,0.12083,0.08187,0.0686,0.14866,0.11432,0.22876,0.21161,0.1396,0.13262,0.1712,0.13117,0.12802,0.26363,0.10793,0.10084,0.12329,0.22212,0.14231,0.17134,0.13158,0.15098,0.13058,0.14476,0.06899,0.07165,0.09299,0.15038,0.09849,0.16902,0.38735,0.25915,0.32543,0.88125,0.34006,1.19294,0.59005,0.32982,0.97617,0.55778,0.32264,0.35233,0.2498,0.54452,0.2909,1.62864,3.32105,4.0974,2.77974,2.37934,2.15505,2.36862,2.33099,2.73397,1.6566,1.49632,1.12658,2.14918,1.41385,3.53501,2.44668,1.22358,1.34284,1.42502,1.27346,1.46336,1.83377,1.51902,2.24236,2.924,2.01019,1.80028,2.3004,2.44953,1.20742,2.3139,0.13914,0.09178,0.08447,0.06664,0.07022,0.05425,0.06642,0.0578,0.06588,0.06888,0.09103,0.10008,0.08308,0.06047,0.05602,0.07875,0.12579,0.0837,0.09068,0.06911,0.08664,0.02187,0.01439,0.01381,0.04011,0.04666,0.03768,0.0315,0.01778,0.03445,0.02177,0.0351,0.02009,0.13642,0.22969,0.25199,0.13587,0.43571,0.17446,0.37578,0.21719,0.14052,0.28955,0.19802,0.0456,0.07013,0.11069,0.11425,0.35809,0.40771,0.62356,0.6147,0.31533,0.52693,0.38214,0.41238,0.29819,0.44178,0.537,0.46296,0.57529,0.33147,0.44791,0.33045,0.52058,0.51183,0.08244,0.09252,0.11329,0.10612,0.1029,0.12757,0.20608,0.19133,0.33983,0.19657,0.16439,0.19073,0.1403,0.21409,0.08221,0.36894,0.04819,0.03548,0.01538,0.61154,0.66351,0.65665,0.54011,0.53412,0.52014,0.82526,0.55007,0.76162,0.7857,0.57834,0.5405,0.09065,0.29916,0.16211,0.1146,0.22188,0.05644,0.09604,0.10469,0.06127,0.07978,0.21038,0.03578,0.03705,0.06129,0.01501,0.00906,0.010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       CRIM    ZN  INDUS  CHAS    NOX  ...  RAD    TAX  PTRATIO  LSTAT  PRICE\n0    0.00632  18.0   2.31   0.0  0.538  ...  1.0  296.0     15.3   4.98   24.0\n1    0.02731   0.0   7.07   0.0  0.469  ...  2.0  242.0     17.8   9.14   21.6\n2    0.02729   0.0   7.07   0.0  0.469  ...  2.0  242.0     17.8   4.03   34.7\n3    0.03237   0.0   2.18   0.0  0.458  ...  3.0  222.0     18.7   2.94   33.4\n4    0.06905   0.0   2.18   0.0  0.458  ...  3.0  222.0     18.7   5.33   36.2\n..       ...   ...    ...   ...    ...  ...  ...    ...      ...    ...    ...\n501  0.06263   0.0  11.93   0.0  0.573  ...  1.0  273.0     21.0   9.67   22.4\n502  0.04527   0.0  11.93   0.0  0.573  ...  1.0  273.0     21.0   9.08   20.6\n503  0.06076   0.0  11.93   0.0  0.573  ...  1.0  273.0     21.0   5.64   23.9\n504  0.10959   0.0  11.93   0.0  0.573  ...  1.0  273.0     21.0   6.48   22.0\n505  0.04741   0.0  11.93   0.0  0.573  ...  1.0  273.0     21.0   7.88   11.9\n\n[506 rows x 13 columns]","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>CRIM</th>\n      <th>ZN</th>\n      <th>INDUS</th>\n      <th>CHAS</th>\n      <th>NOX</th>\n      <th>RM</th>\n      <th>AGE</th>\n      <th>DIS</th>\n      <th>RAD</th>\n      <th>TAX</th>\n      <th>PTRATIO</th>\n      <th>LSTAT</th>\n      <th>PRICE</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>0.00632</td>\n      <td>18.0</td>\n      <td>2.31</td>\n      <td>0.0</td>\n      <td>0.538</td>\n      <td>6.575</td>\n      <td>65.2</td>\n      <td>4.0900</td>\n      <td>1.0</td>\n      <td>296.0</td>\n      <td>15.3</td>\n      <td>4.98</td>\n      <td>24.0</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>0.02731</td>\n      <td>0.0</td>\n      <td>7.07</td>\n      <td>0.0</td>\n      <td>0.469</td>\n      <td>6.421</td>\n      <td>78.9</td>\n      <td>4.9671</td>\n      <td>2.0</td>\n      <td>242.0</td>\n      <td>17.8</td>\n      <td>9.14</td>\n      <td>21.6</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>0.02729</td>\n      <td>0.0</td>\n      <td>7.07</td>\n      <td>0.0</td>\n      <td>0.469</td>\n      <td>7.185</td>\n      <td>61.1</td>\n      <td>4.9671</td>\n      <td>2.0</td>\n      <td>242.0</td>\n      <td>17.8</td>\n      <td>4.03</td>\n      <td>34.7</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>0.03237</td>\n      <td>0.0</td>\n      <td>2.18</td>\n      <td>0.0</td>\n      <td>0.458</td>\n      <td>6.998</td>\n      <td>45.8</td>\n      <td>6.0622</td>\n      <td>3.0</td>\n      <td>222.0</td>\n      <td>18.7</td>\n      <td>2.94</td>\n      <td>33.4</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>0.06905</td>\n      <td>0.0</td>\n      <td>2.18</td>\n      <td>0.0</td>\n      <td>0.458</td>\n      <td>7.147</td>\n      <td>54.2</td>\n      <td>6.0622</td>\n      <td>3.0</td>\n      <td>222.0</td>\n      <td>18.7</td>\n      <td>5.33</td>\n      <td>36.2</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>501</th>\n      <td>0.06263</td>\n      <td>0.0</td>\n      <td>11.93</td>\n      <td>0.0</td>\n      <td>0.573</td>\n      <td>6.593</td>\n      <td>69.1</td>\n      <td>2.4786</td>\n      <td>1.0</td>\n      <td>273.0</td>\n      <td>21.0</td>\n      <td>9.67</td>\n      <td>22.4</td>\n    </tr>\n    <tr>\n      <th>502</th>\n      <td>0.04527</td>\n      <td>0.0</td>\n      <td>11.93</td>\n      <td>0.0</td>\n      <td>0.573</td>\n      <td>6.120</td>\n      <td>76.7</td>\n      <td>2.2875</td>\n      <td>1.0</td>\n      <td>273.0</td>\n      <td>21.0</td>\n      <td>9.08</td>\n      <td>20.6</td>\n    </tr>\n    <tr>\n      <th>503</th>\n      <td>0.06076</td>\n      <td>0.0</td>\n      <td>11.93</td>\n      <td>0.0</td>\n      <td>0.573</td>\n      <td>6.976</td>\n      <td>91.0</td>\n      <td>2.1675</td>\n      <td>1.0</td>\n      <td>273.0</td>\n      <td>21.0</td>\n      <td>5.64</td>\n      <td>23.9</td>\n    </tr>\n    <tr>\n      <th>504</th>\n      <td>0.10959</td>\n      <td>0.0</td>\n      <td>11.93</td>\n      <td>0.0</td>\n      <td>0.573</td>\n      <td>6.794</td>\n      <td>89.3</td>\n      <td>2.3889</td>\n      <td>1.0</td>\n      <td>273.0</td>\n      <td>21.0</td>\n      <td>6.48</td>\n      <td>22.0</td>\n    </tr>\n    <tr>\n      <th>505</th>\n      <td>0.04741</td>\n      <td>0.0</td>\n      <td>11.93</td>\n      <td>0.0</td>\n      <td>0.573</td>\n      <td>6.030</td>\n      <td>80.8</td>\n      <td>2.5050</td>\n      <td>1.0</td>\n      <td>273.0</td>\n      <td>21.0</td>\n      <td>7.88</td>\n      <td>11.9</td>\n    </tr>\n  </tbody>\n</table>\n<p>506 rows × 13 columns</p>\n</div>"},"metadata":{},"execution_count":10}]},{"source":"# Understand the variables\npd.options.display.max_colwidth = 100\npd.read_csv('variable_explanation.csv', index_col=0)","metadata":{"executionCancelledAt":null,"executionTime":50,"lastExecutedAt":1703589899229,"lastScheduledRunId":null,"lastSuccessfullyExecutedCode":"# Understand the variables\npd.options.display.max_colwidth = 100\npd.read_csv('variable_explanation.csv', index_col=0)","outputsMetadata":{"0":{"height":317,"type":"dataFrame"}}},"id":"0a157c25-4277-4834-95fd-7ff517f61a9e","cell_type":"code","execution_count":11,"outputs":[{"output_type":"execute_result","data":{"application/com.datacamp.data-table.v2+json":{"table":{"schema":{"fields":[{"name":"Variable","type":"string"},{"name":"Explanation","type":"string"}],"primaryKey":["Variable"],"pandas_version":"1.4.0"},"data":{"Variable":["CRIM","ZN","INDUS","CHAS","NOX","RM","AGE","DIS","RAD","TAX","PTRATIO","LSTAT","TARGET"],"Explanation":["The crime rate per capita","The proportion of residential land zoned for lots over 25000 sq.ft","The proportion of non-retail business acres per town","The Charles River dummy variable (1 if tract bounds river; 0 otherwise)","The nitric oxides concentration (parts per 10 million)","The average number of rooms per dwelling","The proportion of owner-occupied units built prior to 1940","The weighted distances to five Boston employment centres","The index of accessibility to radial highways","The full-value property-tax rate per $10000","The pupil-teacher ratio by town","The percentage lower status of the population","The median value of owner-occupied homes (in $1000)"]}},"total_rows":13,"truncation_type":null},"text/plain":"                                                                      Explanation\nVariable                                                                         \nCRIM                                                    The crime rate per capita\nZN             The proportion of residential land zoned for lots over 25000 sq.ft\nINDUS                        The proportion of non-retail business acres per town\nCHAS      The Charles River dummy variable (1 if tract bounds river; 0 otherwise)\nNOX                        The nitric oxides concentration (parts per 10 million)\nRM                                       The average number of rooms per dwelling\nAGE                    The proportion of owner-occupied units built prior to 1940\nDIS                      The weighted distances to five Boston employment centres\nRAD                                 The index of accessibility to radial highways\nTAX                                   The full-value property-tax rate per $10000\nPTRATIO                                           The pupil-teacher ratio by town\nLSTAT                               The percentage lower status of the population\nTARGET                        The median value of owner-occupied homes (in $1000)","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>Explanation</th>\n    </tr>\n    <tr>\n      <th>Variable</th>\n      <th></th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>CRIM</th>\n      <td>The crime rate per capita</td>\n    </tr>\n    <tr>\n      <th>ZN</th>\n      <td>The proportion of residential land zoned for lots over 25000 sq.ft</td>\n    </tr>\n    <tr>\n      <th>INDUS</th>\n      <td>The proportion of non-retail business acres per town</td>\n    </tr>\n    <tr>\n      <th>CHAS</th>\n      <td>The Charles River dummy variable (1 if tract bounds river; 0 otherwise)</td>\n    </tr>\n    <tr>\n      <th>NOX</th>\n      <td>The nitric oxides concentration (parts per 10 million)</td>\n    </tr>\n    <tr>\n      <th>RM</th>\n      <td>The average number of rooms per dwelling</td>\n    </tr>\n    <tr>\n      <th>AGE</th>\n      <td>The proportion of owner-occupied units built prior to 1940</td>\n    </tr>\n    <tr>\n      <th>DIS</th>\n      <td>The weighted distances to five Boston employment centres</td>\n    </tr>\n    <tr>\n      <th>RAD</th>\n      <td>The index of accessibility to radial highways</td>\n    </tr>\n    <tr>\n      <th>TAX</th>\n      <td>The full-value property-tax rate per $10000</td>\n    </tr>\n    <tr>\n      <th>PTRATIO</th>\n      <td>The pupil-teacher ratio by town</td>\n    </tr>\n    <tr>\n      <th>LSTAT</th>\n      <td>The percentage lower status of the population</td>\n    </tr>\n    <tr>\n      <th>TARGET</th>\n      <td>The median value of owner-occupied homes (in $1000)</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{},"execution_count":11}]},{"source":"# Split the data into X and y\n# You can adapt the input and output columns to fit your own data\ninput_cols = ['CRIM', 'ZN', 'INDUS', 'CHAS', 'NOX', 'RM', 'AGE', 'DIS', 'RAD', 'TAX', 'PTRATIO', 'LSTAT']\noutput_col = ['PRICE']\nX = df[input_cols]\ny = df[output_col]\n\n# Split the data into training and test data\nX_train, X_test, y_train, y_test =  train_test_split(X,y,test_size = 0.30, random_state= 44)","metadata":{"executionCancelledAt":null,"executionTime":51,"lastExecutedAt":1703589899280,"lastScheduledRunId":null,"lastSuccessfullyExecutedCode":"# Split the data into X and y\n# You can adapt the input and output columns to fit your own data\ninput_cols = ['CRIM', 'ZN', 'INDUS', 'CHAS', 'NOX', 'RM', 'AGE', 'DIS', 'RAD', 'TAX', 'PTRATIO', 'LSTAT']\noutput_col = ['PRICE']\nX = df[input_cols]\ny = df[output_col]\n\n# Split the data into training and test data\nX_train, X_test, y_train, y_test =  train_test_split(X,y,test_size = 0.30, random_state= 44)"},"id":"c8079a9b-533f-455b-b474-d2cb22c25903","cell_type":"code","execution_count":12,"outputs":[]},{"source":"# Make two figures so it is better visualized\nhalf = len(input_cols)//2\n\nfig1=sns.pairplot(\n    df,\n    x_vars=input_cols[:half],\n    y_vars=output_col\n)\n\nfig2=sns.pairplot(\n    df,\n    x_vars=input_cols[half:],\n    y_vars=output_col\n)","metadata":{"executionCancelledAt":null,"executionTime":2377,"lastExecutedAt":1703589901658,"lastScheduledRunId":null,"lastSuccessfullyExecutedCode":"# Make two figures so it is better visualized\nhalf = len(input_cols)//2\n\nfig1=sns.pairplot(\n    df,\n    x_vars=input_cols[:half],\n    y_vars=output_col\n)\n\nfig2=sns.pairplot(\n    df,\n    x_vars=input_cols[half:],\n    y_vars=output_col\n)"},"id":"d5cad12a-fec3-429e-840b-dcd11b41b5c5","cell_type":"code","execution_count":13,"outputs":[{"output_type":"display_data","data":{"text/plain":"<Figure size 1500x250 with 6 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure 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"},"metadata":{}}]},{"source":"# Function to flatten 2D lists so it can be used by plotly\ndef flatten(l):\n    return [item for sublist in l for item in sublist]\n\n# Set up and fit the linear regressor\nlin_reg = LinearRegression()\nlin_reg.fit(X_train, y_train)\n\n# Flatten the prediction and expected lists\npredicted = flatten(lin_reg.predict(X_test))\nexpected = flatten(y_test.values)","metadata":{"executionCancelledAt":null,"executionTime":54,"lastExecutedAt":1703589901712,"lastScheduledRunId":null,"lastSuccessfullyExecutedCode":"# Function to flatten 2D lists so it can be used by plotly\ndef flatten(l):\n    return [item for sublist in l for item in sublist]\n\n# Set up and fit the linear regressor\nlin_reg = LinearRegression()\nlin_reg.fit(X_train, y_train)\n\n# Flatten the prediction and expected lists\npredicted = flatten(lin_reg.predict(X_test))\nexpected = flatten(y_test.values)"},"id":"9ac12518-3ee7-49d6-acb6-95e1bd7416eb","cell_type":"code","execution_count":14,"outputs":[]},{"source":"%matplotlib inline\n# Import plotting package\nimport plotly.express as px\nimport pandas as pd  # Import pandas\n\n# Define the expected and predicted data\nexpected = [1, 2, 3, 4, 5]  # Example data for expected values\npredicted = [1.1, 1.9, 3.2, 3.8, 5.1]  # Example data for predicted values\n\n# Put data to plot in dataframe\ndf_plot = pd.DataFrame({'expected': expected, 'predicted': predicted})\n\n# Make scatter plot from data\nfig = px.scatter(\n    df_plot, \n    x='expected', \n    y='predicted',\n    title='Predicted vs. Actual Values',\n    labels={'expected': 'Actual Values', 'predicted': 'Predicted Values'}\n)\n\n# Add straight line indicating perfect model\nfig.add_shape(type=\"line\",\n    x0=min(df_plot['expected']), y0=min(df_plot['expected']), \n    x1=max(df_plot['expected']), y1=max(df_plot['expected']),\n    line=dict(\n        color=\"Red\",\n        width=2,\n        dash=\"dot\",\n    )\n)\n\n# Show figure\nfig.show()","metadata":{"outputsMetadata":{"0":{"height":467,"type":"plotly"}},"executionCancelledAt":null,"executionTime":140,"lastExecutedAt":1720094073228,"lastScheduledRunId":null,"lastSuccessfullyExecutedCode":"%matplotlib inline\n# Import plotting package\nimport plotly.express as px\nimport pandas as pd  # Import pandas\n\n# Define the expected and predicted data\nexpected = [1, 2, 3, 4, 5]  # Example data for expected values\npredicted = [1.1, 1.9, 3.2, 3.8, 5.1]  # Example data for predicted values\n\n# Put data to plot in dataframe\ndf_plot = pd.DataFrame({'expected': expected, 'predicted': predicted})\n\n# Make scatter plot from data\nfig = px.scatter(\n    df_plot, \n    x='expected', \n    y='predicted',\n    title='Predicted vs. Actual Values',\n    labels={'expected': 'Actual Values', 'predicted': 'Predicted Values'}\n)\n\n# Add straight line indicating perfect model\nfig.add_shape(type=\"line\",\n    x0=min(df_plot['expected']), y0=min(df_plot['expected']), \n    x1=max(df_plot['expected']), y1=max(df_plot['expected']),\n    line=dict(\n        color=\"Red\",\n        width=2,\n        dash=\"dot\",\n    )\n)\n\n# Show figure\nfig.show()","lastExecutedByKernel":"24fdbf67-a6cf-4dc5-8ebe-ebd3dd263e37"},"id":"b73dbdbd-2d0f-4db8-a686-95f8e9624df3","cell_type":"code","execution_count":6,"outputs":[{"output_type":"display_data","data":{"application/vnd.plotly.v1+json":{"data":[{"hovertemplate":"Actual Values=%{x}<br>Predicted 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2))\nprint(f\"RMS: {error:.4f} \")\n\nr2=r2_score(expected, predicted)\nprint(f\"R2: {round(r2,4)}\") "},"id":"77e02f02-2e99-4670-8484-8eeaaaa69567","cell_type":"code","execution_count":16,"outputs":[{"output_type":"stream","name":"stdout","text":"RMS: 4.6650 \nR2: 0.7495\n"}]}],"metadata":{"kernelspec":{"display_name":"Python 3 (ipykernel)","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":"3.8.10"}},"nbformat":4,"nbformat_minor":5}