From ac8fc617c25d4a7a93674de1926b072015f64a77 Mon Sep 17 00:00:00 2001 From: noah Date: Tue, 7 Feb 2023 18:29:38 -0600 Subject: [PATCH] Functionality edits and deprecation fixes --- CharlesBookClub.csv | 4001 +++++++++++++++++++++++++++++++++++++++++++ Faceplate.csv | 11 + Lecture-Work.ipynb | 336 ++-- 3 files changed, 4172 insertions(+), 176 deletions(-) create mode 100644 CharlesBookClub.csv create mode 100644 Faceplate.csv diff --git a/CharlesBookClub.csv b/CharlesBookClub.csv new file mode 100644 index 0000000..64a8445 --- /dev/null +++ b/CharlesBookClub.csv @@ -0,0 +1,4001 @@ +Seq#,ID#,Gender,M,R,F,FirstPurch,ChildBks,YouthBks,CookBks,DoItYBks,RefBks,ArtBks,GeogBks,ItalCook,ItalAtlas,ItalArt,Florence,Related Purchase,Mcode,Rcode,Fcode,Yes_Florence,No_Florence +1,25,1,297,14,2,22,0,1,1,0,0,0,0,0,0,0,0,0,5,4,2,0,1 +2,29,0,128,8,2,10,0,0,0,0,0,0,0,0,0,0,0,0,4,3,2,0,1 +3,46,1,138,22,7,56,2,1,2,0,1,0,1,1,0,0,0,2,4,4,3,0,1 +4,47,1,228,2,1,2,0,0,0,0,0,0,0,0,0,0,0,0,5,1,1,0,1 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+3998,32955,0,48,12,1,12,0,0,0,0,0,0,0,0,0,0,0,0,2,3,1,0,1 +3999,32976,0,214,14,7,38,1,1,3,1,0,0,0,0,0,0,0,0,5,4,3,0,1 +4000,32977,1,114,10,2,12,0,0,0,0,0,0,1,0,0,0,0,1,4,3,2,0,1 diff --git a/Faceplate.csv b/Faceplate.csv new file mode 100644 index 0000000..773866e --- /dev/null +++ b/Faceplate.csv @@ -0,0 +1,11 @@ +Transaction,Red,White,Blue,Orange,Green,Yellow +1,1,1,0,0,1,0 +2,0,1,0,1,0,0 +3,0,1,1,0,0,0 +4,1,1,0,1,0,0 +5,1,0,1,0,0,0 +6,0,1,1,0,0,0 +7,1,0,1,0,0,0 +8,1,1,1,0,1,0 +9,1,1,1,0,0,0 +10,0,0,0,0,0,1 diff --git a/Lecture-Work.ipynb b/Lecture-Work.ipynb index 0b65ab2..c98968b 100644 --- a/Lecture-Work.ipynb +++ b/Lecture-Work.ipynb @@ -18,72 +18,7 @@ }, { "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Collecting package metadata (current_repodata.json): ...working... done\n", - "Solving environment: ...working... failed with initial frozen solve. Retrying with flexible solve.\n", - "Solving environment: ...working... failed with repodata from current_repodata.json, will retry with next repodata source.\n", - "Collecting package metadata (repodata.json): ...working... done\n", - "Solving environment: ...working... done\n", - "\n", - "## Package Plan ##\n", - "\n", - " environment location: C:\\Users\\isa1761\\Anaconda3\n", - "\n", - " added / updated specs:\n", - " - scikit-surprise\n", - "\n", - "\n", - "The following packages will be downloaded:\n", - "\n", - " package | build\n", - " ---------------------------|-----------------\n", - " conda-4.12.0 | py39hcbf5309_0 1.0 MB conda-forge\n", - " scikit-surprise-1.1.1 | py39h5d4886f_2 538 KB conda-forge\n", - " ------------------------------------------------------------\n", - " Total: 1.5 MB\n", - "\n", - "The following NEW packages will be INSTALLED:\n", - "\n", - " scikit-surprise conda-forge/win-64::scikit-surprise-1.1.1-py39h5d4886f_2\n", - "\n", - "The following packages will be UPDATED:\n", - "\n", - " conda 4.11.0-py39hcbf5309_0 --> 4.12.0-py39hcbf5309_0\n", - "\n", - "\n", - "\n", - "Downloading and Extracting Packages\n", - "\n", - "scikit-surprise-1.1. | 538 KB | | 0% \n", - "scikit-surprise-1.1. | 538 KB | 2 | 3% \n", - "scikit-surprise-1.1. | 538 KB | ########## | 100% \n", - "scikit-surprise-1.1. | 538 KB | ########## | 100% \n", - "\n", - "conda-4.12.0 | 1.0 MB | | 0% \n", - "conda-4.12.0 | 1.0 MB | 1 | 2% \n", - "conda-4.12.0 | 1.0 MB | ########## | 100% \n", - "conda-4.12.0 | 1.0 MB | ########## | 100% \n", - "Preparing transaction: ...working... done\n", - "Verifying transaction: ...working... done\n", - "Executing transaction: ...working... done\n", - "\n", - "Note: you may need to restart the kernel to use updated packages.\n" - ] - } - ], - "source": [ - "conda install -c conda-forge scikit-surprise" - ] - }, - { - "cell_type": "code", - "execution_count": 6, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -112,7 +47,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "metadata": { "scrolled": true }, @@ -265,7 +200,7 @@ "10 0 0 0 0 0 1" ] }, - "execution_count": 2, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -279,7 +214,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -287,13 +222,21 @@ "output_type": "stream", "text": [ " antecedents consequents support confidence lift leverage\n", - "12 (White, Red) (Green) 0.2 0.5 2.500000 0.12\n", + "13 (White, Red) (Green) 0.2 0.5 2.500000 0.12\n", "15 (Green) (White, Red) 0.2 1.0 2.500000 0.12\n", "4 (Green) (Red) 0.2 1.0 1.666667 0.08\n", - "13 (White, Green) (Red) 0.2 1.0 1.666667 0.08\n", + "12 (White, Green) (Red) 0.2 1.0 1.666667 0.08\n", "7 (Orange) (White) 0.2 1.0 1.428571 0.06\n", "8 (Green) (White) 0.2 1.0 1.428571 0.06\n" ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/noah/.local/lib/python3.10/site-packages/mlxtend/frequent_patterns/fpcommon.py:111: DeprecationWarning: DataFrames with non-bool types result in worse computationalperformance and their support might be discontinued in the future.Please use a DataFrame with bool type\n", + " warnings.warn(\n" + ] } ], "source": [ @@ -311,7 +254,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -348,7 +291,7 @@ " \n", " \n", " \n", - " 12\n", + " 13\n", " (White, Red)\n", " (Green)\n", " 0.4\n", @@ -372,7 +315,7 @@ " inf\n", " \n", " \n", - " 13\n", + " 12\n", " (White, Green)\n", " (Red)\n", " 0.2\n", @@ -409,7 +352,7 @@ " \n", " \n", " 14\n", - " (Red, Green)\n", + " (Green, Red)\n", " (White)\n", " 0.2\n", " 0.7\n", @@ -425,23 +368,23 @@ ], "text/plain": [ " antecedents consequents antecedent support consequent support \\\n", - "12 (White, Red) (Green) 0.4 0.2 \n", + "13 (White, Red) (Green) 0.4 0.2 \n", "4 (Green) (Red) 0.2 0.6 \n", - "13 (White, Green) (Red) 0.2 0.6 \n", + "12 (White, Green) (Red) 0.2 0.6 \n", "7 (Orange) (White) 0.2 0.7 \n", "8 (Green) (White) 0.2 0.7 \n", - "14 (Red, Green) (White) 0.2 0.7 \n", + "14 (Green, Red) (White) 0.2 0.7 \n", "\n", " support confidence lift leverage conviction \n", - "12 0.2 0.5 2.500000 0.12 1.6 \n", + "13 0.2 0.5 2.500000 0.12 1.6 \n", "4 0.2 1.0 1.666667 0.08 inf \n", - "13 0.2 1.0 1.666667 0.08 inf \n", + "12 0.2 1.0 1.666667 0.08 inf \n", "7 0.2 1.0 1.428571 0.06 inf \n", "8 0.2 1.0 1.428571 0.06 inf \n", "14 0.2 1.0 1.428571 0.06 inf " ] }, - "execution_count": 4, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -460,14 +403,15 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 12, "metadata": {}, "outputs": [ { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "Density 0.4\n" + "/home/noah/.local/lib/python3.10/site-packages/mlxtend/frequent_patterns/fpcommon.py:111: DeprecationWarning: DataFrames with non-bool types result in worse computationalperformance and their support might be discontinued in the future.Please use a DataFrame with bool type\n", + " warnings.warn(\n" ] }, { @@ -504,7 +448,7 @@ " \n", " \n", " \n", - " 12\n", + " 13\n", " (White, Red)\n", " (Green)\n", " 0.4\n", @@ -540,7 +484,7 @@ " inf\n", " \n", " \n", - " 13\n", + " 12\n", " (White, Green)\n", " (Red)\n", " 0.2\n", @@ -581,31 +525,32 @@ ], "text/plain": [ " antecedents consequents antecedent support consequent support \\\n", - "12 (White, Red) (Green) 0.4 0.2 \n", + "13 (White, Red) (Green) 0.4 0.2 \n", "15 (Green) (White, Red) 0.2 0.4 \n", "4 (Green) (Red) 0.2 0.6 \n", - "13 (White, Green) (Red) 0.2 0.6 \n", + "12 (White, Green) (Red) 0.2 0.6 \n", "7 (Orange) (White) 0.2 0.7 \n", "8 (Green) (White) 0.2 0.7 \n", "\n", " support confidence lift leverage conviction \n", - "12 0.2 0.5 2.500000 0.12 1.6 \n", + "13 0.2 0.5 2.500000 0.12 1.6 \n", "15 0.2 1.0 2.500000 0.12 inf \n", "4 0.2 1.0 1.666667 0.08 inf \n", - "13 0.2 1.0 1.666667 0.08 inf \n", + "12 0.2 1.0 1.666667 0.08 inf \n", "7 0.2 1.0 1.428571 0.06 inf \n", "8 0.2 1.0 1.428571 0.06 inf " ] }, - "execution_count": 5, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Convert data set into a sparse data frame\n", - "sparse_df = fp_df.to_sparse(fill_value=0)\n", - "print('Density {}'.format(sparse_df.density))\n", + "#sparse_df = fp_df.to_sparse(fill_value=0)\n", + "sparse_df = fp_df.astype(pd.SparseDtype(int, fill_value=0))\n", + "#print('Density {}'.format(sparse_df.density))\n", "\n", "# create frequent itemsets\n", "itemsets = apriori(sparse_df, min_support=0.2, use_colnames=True)\n", @@ -624,7 +569,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -740,7 +685,7 @@ "4 0 0 0 0 0 0 0 0 1" ] }, - "execution_count": 6, + "execution_count": 13, "metadata": {}, "output_type": "execute_result" } @@ -771,7 +716,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -786,6 +731,14 @@ "5 (3, 7) (9) 0.04 1.0 1.851852 0.0184\n", "6 (4, 5) (9) 0.04 1.0 1.851852 0.0184\n" ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/noah/.local/lib/python3.10/site-packages/mlxtend/frequent_patterns/fpcommon.py:111: DeprecationWarning: DataFrames with non-bool types result in worse computationalperformance and their support might be discontinued in the future.Please use a DataFrame with bool type\n", + " warnings.warn(\n" + ] } ], "source": [ @@ -807,7 +760,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 16, "metadata": {}, "outputs": [ { @@ -935,7 +888,7 @@ "4 0 0 0 " ] }, - "execution_count": 8, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" } @@ -955,19 +908,17 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 17, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -983,7 +934,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 24, "metadata": {}, "outputs": [ { @@ -991,37 +942,73 @@ "output_type": "stream", "text": [ "Number of rules 81\n", - " antecedents consequents support confidence lift leverage\n", - "64 (RefBks, YouthBks) (CookBks, ChildBks) 0.05525 0.68000 2.80992 0.03559\n", - "73 (RefBks, DoItYBks) (CookBks, ChildBks) 0.06125 0.66216 2.73621 0.03886\n", - "60 (DoItYBks, YouthBks) (CookBks, ChildBks) 0.06700 0.64891 2.68145 0.04201\n", - "80 (RefBks, GeogBks) (CookBks, ChildBks) 0.05025 0.61468 2.54000 0.03047\n", - "69 (GeogBks, YouthBks) (CookBks, ChildBks) 0.06325 0.60526 2.50109 0.03796\n", - "77 (DoItYBks, GeogBks) (CookBks, ChildBks) 0.06050 0.59901 2.47525 0.03606\n", - "65 (CookBks, ChildBks, GeogBks) (YouthBks) 0.06325 0.57763 2.42445 0.03716\n", - "71 (CookBks, RefBks, ChildBks) (DoItYBks) 0.06125 0.59179 2.32301 0.03488\n", - "47 (DoItYBks, GeogBks) (YouthBks) 0.05450 0.53960 2.26486 0.03044\n", - "61 (CookBks, RefBks, ChildBks) (YouthBks) 0.05525 0.53382 2.24057 0.03059\n", - "56 (CookBks, DoItYBks, ChildBks) (YouthBks) 0.06700 0.52446 2.20131 0.03656\n", - "58 (CookBks, ChildBks, YouthBks) (DoItYBks) 0.06700 0.55833 2.19169 0.03643\n", - "34 (RefBks, ChildBks) (DoItYBks) 0.07100 0.55361 2.17314 0.03833\n", - "75 (CookBks, ChildBks, GeogBks) (DoItYBks) 0.06050 0.55251 2.16884 0.03260\n", - "19 (ChildBks, GeogBks) (YouthBks) 0.07550 0.51624 2.16680 0.04066\n", - "45 (CookBks, GeogBks) (YouthBks) 0.08025 0.51360 2.15572 0.04302\n", - "63 (RefBks, ChildBks, YouthBks) (CookBks) 0.05525 0.89113 2.14471 0.02949\n", - "17 (ChildBks, YouthBks) (DoItYBks) 0.08025 0.54407 2.13569 0.04267\n", - "50 (CookBks, RefBks) (DoItYBks) 0.07450 0.53309 2.09262 0.03890\n", - "28 (RefBks) (CookBks, ChildBks) 0.10350 0.50549 2.08882 0.05395\n", - "70 (CookBks, DoItYBks, RefBks) (ChildBks) 0.06125 0.82215 2.08667 0.03190\n", - "15 (YouthBks) (CookBks, ChildBks) 0.12000 0.50367 2.08129 0.06234\n", - "72 (RefBks, DoItYBks, ChildBks) (CookBks) 0.06125 0.86268 2.07624 0.03175\n", - "23 (CookBks, ChildBks) (DoItYBks) 0.12775 0.52789 2.07220 0.06610\n", - "25 (DoItYBks) (CookBks, ChildBks) 0.12775 0.50147 2.07220 0.06610\n" + " antecedents consequents support confidence \\\n", + "64 (RefBks, YouthBks) (ChildBks, CookBks) 0.05525 0.680000 \n", + "73 (DoItYBks, RefBks) (ChildBks, CookBks) 0.06125 0.662162 \n", + "60 (DoItYBks, YouthBks) (ChildBks, CookBks) 0.06700 0.648910 \n", + "80 (RefBks, GeogBks) (ChildBks, CookBks) 0.05025 0.614679 \n", + "69 (YouthBks, GeogBks) (ChildBks, CookBks) 0.06325 0.605263 \n", + "77 (DoItYBks, GeogBks) (ChildBks, CookBks) 0.06050 0.599010 \n", + "68 (ChildBks, CookBks, GeogBks) (YouthBks) 0.06325 0.577626 \n", + "72 (RefBks, ChildBks, CookBks) (DoItYBks) 0.06125 0.591787 \n", + "48 (DoItYBks, GeogBks) (YouthBks) 0.05450 0.539604 \n", + "63 (RefBks, ChildBks, CookBks) (YouthBks) 0.05525 0.533816 \n", + "58 (DoItYBks, ChildBks, CookBks) (YouthBks) 0.06700 0.524462 \n", + "59 (YouthBks, ChildBks, CookBks) (DoItYBks) 0.06700 0.558333 \n", + "34 (RefBks, ChildBks) (DoItYBks) 0.07100 0.553606 \n", + "76 (ChildBks, CookBks, GeogBks) (DoItYBks) 0.06050 0.552511 \n", + "21 (ChildBks, GeogBks) (YouthBks) 0.07550 0.516239 \n", + "46 (CookBks, GeogBks) (YouthBks) 0.08025 0.513600 \n", + "61 (RefBks, YouthBks, ChildBks) (CookBks) 0.05525 0.891129 \n", + "17 (YouthBks, ChildBks) (DoItYBks) 0.08025 0.544068 \n", + "51 (RefBks, CookBks) (DoItYBks) 0.07450 0.533095 \n", + "28 (RefBks) (ChildBks, CookBks) 0.10350 0.505495 \n", + "71 (DoItYBks, RefBks, CookBks) (ChildBks) 0.06125 0.822148 \n", + "15 (YouthBks) (ChildBks, CookBks) 0.12000 0.503673 \n", + "70 (DoItYBks, RefBks, ChildBks) (CookBks) 0.06125 0.862676 \n", + "24 (ChildBks, CookBks) (DoItYBks) 0.12775 0.527893 \n", + "25 (DoItYBks) (ChildBks, CookBks) 0.12775 0.501472 \n", + "\n", + " lift leverage \n", + "64 2.809917 0.035588 \n", + "73 2.736207 0.038865 \n", + "60 2.681448 0.042014 \n", + "80 2.539995 0.030467 \n", + "69 2.501087 0.037961 \n", + "77 2.475248 0.036058 \n", + "68 2.424452 0.037162 \n", + "72 2.323013 0.034883 \n", + "48 2.264864 0.030437 \n", + "63 2.240573 0.030591 \n", + "58 2.201309 0.036564 \n", + "59 2.191691 0.036430 \n", + "34 2.173135 0.038328 \n", + "76 2.168838 0.032605 \n", + "21 2.166797 0.040656 \n", + "46 2.155719 0.043023 \n", + "61 2.144715 0.029489 \n", + "17 2.135693 0.042674 \n", + "51 2.092619 0.038899 \n", + "28 2.088820 0.053950 \n", + "71 2.086669 0.031897 \n", + "15 2.081292 0.062344 \n", + "70 2.076236 0.031749 \n", + "24 2.072198 0.066101 \n", + "25 2.072198 0.066101 \n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/noah/.local/lib/python3.10/site-packages/mlxtend/frequent_patterns/fpcommon.py:111: DeprecationWarning: DataFrames with non-bool types result in worse computationalperformance and their support might be discontinued in the future.Please use a DataFrame with bool type\n", + " warnings.warn(\n" ] } ], "source": [ "# create frequent itemsets and rules\n", + "pd.options.display.max_rows = 100\n", "itemsets = apriori(count_books, min_support=200/4000, use_colnames=True)\n", "rules = association_rules(itemsets, metric='confidence', min_threshold=0.5)\n", "\n", @@ -1030,15 +1017,12 @@ "# Display 25 rules with highest lift\n", "rules.sort_values(by=['lift'], ascending=False).head(25)\n", "\n", - "pd.set_option('precision', 5)\n", - "pd.set_option('display.width', 100)\n", - "print(rules.sort_values(by=['lift'], ascending=False).drop(columns=['antecedent support', 'consequent support', 'conviction']).head(25))\n", - "pd.set_option('precision', 6)" + "print(rules.sort_values(by=['lift'], ascending=False).drop(columns=['antecedent support', 'consequent support', 'conviction']).head(25))" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 25, "metadata": {}, "outputs": [ { @@ -1075,7 +1059,7 @@ " \n", " \n", " \n", - " 47\n", + " 48\n", " (DoItYBks, GeogBks)\n", " (YouthBks)\n", " 0.10100\n", @@ -1099,7 +1083,7 @@ " 1.669490\n", " \n", " \n", - " 19\n", + " 21\n", " (ChildBks, GeogBks)\n", " (YouthBks)\n", " 0.14625\n", @@ -1111,7 +1095,7 @@ " 1.574642\n", " \n", " \n", - " 45\n", + " 46\n", " (CookBks, GeogBks)\n", " (YouthBks)\n", " 0.15625\n", @@ -1124,7 +1108,7 @@ " \n", " \n", " 17\n", - " (ChildBks, YouthBks)\n", + " (YouthBks, ChildBks)\n", " (DoItYBks)\n", " 0.14750\n", " 0.25475\n", @@ -1135,8 +1119,8 @@ " 1.634563\n", " \n", " \n", - " 50\n", - " (CookBks, RefBks)\n", + " 51\n", + " (RefBks, CookBks)\n", " (DoItYBks)\n", " 0.13975\n", " 0.25475\n", @@ -1147,8 +1131,8 @@ " 1.596148\n", " \n", " \n", - " 23\n", - " (CookBks, ChildBks)\n", + " 24\n", + " (ChildBks, CookBks)\n", " (DoItYBks)\n", " 0.24200\n", " 0.25475\n", @@ -1160,7 +1144,7 @@ " \n", " \n", " 49\n", - " (GeogBks, YouthBks)\n", + " (YouthBks, GeogBks)\n", " (DoItYBks)\n", " 0.10450\n", " 0.25475\n", @@ -1171,8 +1155,8 @@ " 1.557573\n", " \n", " \n", - " 41\n", - " (CookBks, YouthBks)\n", + " 42\n", + " (YouthBks, CookBks)\n", " (DoItYBks)\n", " 0.16100\n", " 0.25475\n", @@ -1199,32 +1183,32 @@ "" ], "text/plain": [ - " antecedents consequents antecedent support consequent support support confidence \\\n", - "47 (DoItYBks, GeogBks) (YouthBks) 0.10100 0.23825 0.05450 0.539604 \n", - "34 (RefBks, ChildBks) (DoItYBks) 0.12825 0.25475 0.07100 0.553606 \n", - "19 (ChildBks, GeogBks) (YouthBks) 0.14625 0.23825 0.07550 0.516239 \n", - "45 (CookBks, GeogBks) (YouthBks) 0.15625 0.23825 0.08025 0.513600 \n", - "17 (ChildBks, YouthBks) (DoItYBks) 0.14750 0.25475 0.08025 0.544068 \n", - "50 (CookBks, RefBks) (DoItYBks) 0.13975 0.25475 0.07450 0.533095 \n", - "23 (CookBks, ChildBks) (DoItYBks) 0.24200 0.25475 0.12775 0.527893 \n", - "49 (GeogBks, YouthBks) (DoItYBks) 0.10450 0.25475 0.05450 0.521531 \n", - "41 (CookBks, YouthBks) (DoItYBks) 0.16100 0.25475 0.08375 0.520186 \n", - "43 (RefBks, YouthBks) (CookBks) 0.08125 0.41550 0.06825 0.840000 \n", + " antecedents consequents antecedent support consequent support \\\n", + "48 (DoItYBks, GeogBks) (YouthBks) 0.10100 0.23825 \n", + "34 (RefBks, ChildBks) (DoItYBks) 0.12825 0.25475 \n", + "21 (ChildBks, GeogBks) (YouthBks) 0.14625 0.23825 \n", + "46 (CookBks, GeogBks) (YouthBks) 0.15625 0.23825 \n", + "17 (YouthBks, ChildBks) (DoItYBks) 0.14750 0.25475 \n", + "51 (RefBks, CookBks) (DoItYBks) 0.13975 0.25475 \n", + "24 (ChildBks, CookBks) (DoItYBks) 0.24200 0.25475 \n", + "49 (YouthBks, GeogBks) (DoItYBks) 0.10450 0.25475 \n", + "42 (YouthBks, CookBks) (DoItYBks) 0.16100 0.25475 \n", + "43 (RefBks, YouthBks) (CookBks) 0.08125 0.41550 \n", "\n", - " lift leverage conviction \n", - "47 2.264864 0.030437 1.654554 \n", - "34 2.173135 0.038328 1.669490 \n", - "19 2.166797 0.040656 1.574642 \n", - "45 2.155719 0.043023 1.566098 \n", - "17 2.135693 0.042674 1.634563 \n", - "50 2.092619 0.038899 1.596148 \n", - "23 2.072198 0.066101 1.578560 \n", - "49 2.047227 0.027879 1.557573 \n", - "41 2.041948 0.042735 1.553207 \n", - "43 2.021661 0.034491 3.653125 " + " support confidence lift leverage conviction \n", + "48 0.05450 0.539604 2.264864 0.030437 1.654554 \n", + "34 0.07100 0.553606 2.173135 0.038328 1.669490 \n", + "21 0.07550 0.516239 2.166797 0.040656 1.574642 \n", + "46 0.08025 0.513600 2.155719 0.043023 1.566098 \n", + "17 0.08025 0.544068 2.135693 0.042674 1.634563 \n", + "51 0.07450 0.533095 2.092619 0.038899 1.596148 \n", + "24 0.12775 0.527893 2.072198 0.066101 1.578560 \n", + "49 0.05450 0.521531 2.047227 0.027879 1.557573 \n", + "42 0.08375 0.520186 2.041948 0.042735 1.553207 \n", + "43 0.06825 0.840000 2.021661 0.034491 3.653125 " ] }, - "execution_count": 11, + "execution_count": 25, "metadata": {}, "output_type": "execute_result" } @@ -1246,7 +1230,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 26, "metadata": {}, "outputs": [ { @@ -1255,7 +1239,7 @@ "text": [ "Computing the cosine similarity matrix...\n", "Done computing similarity matrix.\n", - "user: 823519 item: 30 r_ui = 4.00 est = 3.54 {'was_impossible': True, 'reason': 'User and/or item is unkown.'}\n" + "user: 823519 item: 30 r_ui = 4.00 est = 3.54 {'was_impossible': True, 'reason': 'User and/or item is unknown.'}\n" ] } ], @@ -1291,7 +1275,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 27, "metadata": {}, "outputs": [ { @@ -1404,7 +1388,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 28, "metadata": {}, "outputs": [ { @@ -1421,7 +1405,7 @@ "Prediction(uid=383, iid=7, r_ui=None, est=2.3661840936304324, details={'actual_k': 4, 'was_impossible': False})" ] }, - "execution_count": 14, + "execution_count": 28, "metadata": {}, "output_type": "execute_result" } @@ -1454,7 +1438,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.7" + "version": "3.10.9" } }, "nbformat": 4,