{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Combining multiple blocking passes\n", "\n", "In the [detailed deduplication tutorial](./deduplication_detailed_example.ipynb) we discussed a problem with blocking rules: it's rare to find a rule with both very high recall and high sensitivty.\n", "\n", "We recommend instead running multiple splink jobs with different blocking rules, with the aim of finding global parameters.\n", "\n", "This notebook contains an example of how to do this." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 1: Imports and setup" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "RendererRegistry.enable('mimetype')" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pandas as pd \n", "pd.options.display.max_columns = 500\n", "pd.options.display.max_rows = 100\n", "import altair as alt\n", "alt.renderers.enable('mimetype')" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import logging \n", "logging.basicConfig() # Means logs will print in Jupyter Lab\n", "\n", "# Set to DEBUG if you want splink to log the SQL statements it's executing under the hood\n", "logging.getLogger(\"splink\").setLevel(logging.INFO)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "from utility_functions.demo_utils import get_spark\n", "spark = get_spark() " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+---------+----------+-------+----------+------+--------------------+-----+\n", "|unique_id|first_name|surname| dob| city| email|group|\n", "+---------+----------+-------+----------+------+--------------------+-----+\n", "| 0| Julia | null|2015-10-29|London| hannah88@powers.com| 0|\n", "| 1| Julia | Taylor|2015-07-31|London| hannah88@powers.com| 0|\n", "| 2| Julia | Taylor|2016-01-27|London| hannah88@powers.com| 0|\n", "| 3| Julia | Taylor|2015-10-29| null| hannah88opowersc@m| 0|\n", "| 4| oNah| Watson|2008-03-23|Bolton|matthew78@ballard...| 1|\n", "+---------+----------+-------+----------+------+--------------------+-----+\n", "only showing top 5 rows\n", "\n" ] } ], "source": [ "df = spark.read.parquet(\"data/fake_1000.parquet\")\n", "df.show(5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Job 1: Block on forename " ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "settings_first_name = {\n", " \"link_type\": \"dedupe_only\",\n", " \"blocking_rules\": [\n", " \"l.first_name = r.first_name\"\n", " ],\n", " \"comparison_columns\": [\n", " {\n", " \"col_name\": \"surname\",\n", " \"num_levels\": 3,\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"dob\"\n", " },\n", " {\n", " \"col_name\": \"city\",\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"email\"\n", " }\n", " ],\n", " \"additional_columns_to_retain\": [\"group\"],\n", " \"em_convergence\": 0.01\n", "}" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "from splink.estimate import estimate_u_values\n", "settings_first_name_with_u = estimate_u_values(settings_first_name, df, spark, fix_u_probabilities=True)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:splink.iterate:Iteration 0 complete\n", "INFO:splink.model:The maximum change in parameters was 0.22885468006134035 for key dob, level 1\n", "INFO:splink.iterate:Iteration 1 complete\n", "INFO:splink.model:The maximum change in parameters was 0.06432151794433594 for key dob, level 0\n", "INFO:splink.iterate:Iteration 2 complete\n", "INFO:splink.model:The maximum change in parameters was 0.01809200644493103 for key email, level 0\n", "INFO:splink.iterate:Iteration 3 complete\n", "INFO:splink.model:The maximum change in parameters was 0.0058144330978393555 for key email, level 0\n", "INFO:splink.iterate:EM algorithm has converged\n" ] } ], "source": [ "from splink import Splink\n", "linker_fn = Splink(settings_first_name_with_u, df, spark)\n", "df_e_fn = linker_fn.get_scored_comparisons()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Job 2: Block on surname" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "settings_surname = {\n", " \"link_type\": \"dedupe_only\",\n", " \"blocking_rules\": [\n", " \"l.surname = r.surname\"\n", " ],\n", " \"comparison_columns\": [\n", " {\n", " \"col_name\": \"first_name\",\n", " \"num_levels\": 3,\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"dob\"\n", " },\n", " {\n", " \"col_name\": \"city\",\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"email\"\n", " }\n", " ],\n", " \"additional_columns_to_retain\": [\"group\"],\n", " \"em_convergence\": 0.01\n", "}" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "from splink.estimate import estimate_u_values\n", "settings_surname_with_u = estimate_u_values(settings_surname, df, spark, fix_u_probabilities=True)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:splink.iterate:Iteration 0 complete\n", "INFO:splink.model:The maximum change in parameters was 0.18537762165069582 for key dob, level 1\n", "INFO:splink.iterate:Iteration 1 complete\n", "INFO:splink.model:The maximum change in parameters was 0.05372816324234009 for key dob, level 0\n", "INFO:splink.iterate:Iteration 2 complete\n", "INFO:splink.model:The maximum change in parameters was 0.017128735780715942 for key dob, level 0\n", "INFO:splink.iterate:Iteration 3 complete\n", "INFO:splink.model:The maximum change in parameters was 0.005950570106506348 for key dob, level 1\n", "INFO:splink.iterate:EM algorithm has converged\n" ] } ], "source": [ "from splink import Splink\n", "linker_sn = Splink(settings_surname_with_u, df, spark)\n", "df_e_sn = linker_sn.get_scored_comparisons()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Job 3: Block on dob" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "settings_dob = {\n", " \"link_type\": \"dedupe_only\",\n", " \"blocking_rules\": [\n", " \"l.dob = r.dob\"\n", " ],\n", " \"comparison_columns\": [\n", " {\n", " \"col_name\": \"first_name\",\n", " \"num_levels\": 3,\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"surname\",\n", " \"num_levels\": 3,\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"city\",\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"email\"\n", " }\n", " ],\n", " \"additional_columns_to_retain\": [\"group\"],\n", " \"em_convergence\": 0.01\n", "}" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "from splink.estimate import estimate_u_values\n", "settings_dob_with_u = estimate_u_values(settings_dob, df, spark, fix_u_probabilities=True)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:splink.iterate:Iteration 0 complete\n", "INFO:splink.model:The maximum change in parameters was 0.42148728370666505 for key proportion_of_matches\n", "INFO:splink.iterate:Iteration 1 complete\n", "INFO:splink.model:The maximum change in parameters was 0.13432937860488892 for key proportion_of_matches\n", "INFO:splink.iterate:Iteration 2 complete\n", "INFO:splink.model:The maximum change in parameters was 0.04863584041595459 for key proportion_of_matches\n", "INFO:splink.iterate:Iteration 3 complete\n", "INFO:splink.model:The maximum change in parameters was 0.021563410758972168 for key proportion_of_matches\n", "INFO:splink.iterate:Iteration 4 complete\n", "INFO:splink.model:The maximum change in parameters was 0.010971009731292725 for key proportion_of_matches\n", "INFO:splink.iterate:Iteration 5 complete\n", "INFO:splink.model:The maximum change in parameters was 0.0061599016189575195 for key proportion_of_matches\n", "INFO:splink.iterate:EM algorithm has converged\n" ] } ], "source": [ "from splink import Splink\n", "linker_db = Splink(settings_dob_with_u, df, spark)\n", "df_e_db = linker_db.get_scored_comparisons()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Combine parameter estimates \n" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "from splink.combine_models import ModelCombiner, combine_cc_estimates\n", "\n", "fn_cc_1 = linker_sn.model.current_settings_obj.get_comparison_column(\"first_name\")\n", "fn_cc_2 = linker_db.model.current_settings_obj.get_comparison_column(\"first_name\")\n", "fn_cc = combine_cc_estimates([fn_cc_1, fn_cc_2])\n", "\n", "m1 = {\n", " \"name\": \"first_name\",\n", " \"model\": linker_fn.model,\n", " \"comparison_columns_for_global_lambda\": [fn_cc]\n", "}\n", "\n", "sn_cc_1 = linker_fn.model.current_settings_obj.get_comparison_column(\"surname\")\n", "sn_cc_2 = linker_db.model.current_settings_obj.get_comparison_column(\"surname\")\n", "sn_cc = combine_cc_estimates([sn_cc_1, sn_cc_2])\n", "\n", "m2 = {\n", " \"name\": \"surname\",\n", " \"model\": linker_sn.model,\n", " \"comparison_columns_for_global_lambda\": [sn_cc]\n", "}\n", "\n", "db_cc_1 = linker_fn.model.current_settings_obj.get_comparison_column(\"dob\")\n", "db_cc_2 = linker_sn.model.current_settings_obj.get_comparison_column(\"dob\")\n", "db_cc = combine_cc_estimates([db_cc_1, db_cc_2])\n", "\n", "m3 = {\n", " \"name\": \"dob\",\n", " \"model\": linker_db.model,\n", " \"comparison_columns_for_global_lambda\": [db_cc]\n", "}\n", "\n", "mc = ModelCombiner([m1, m2, m3])\n", "\n", "settings_combined = mc.get_combined_settings_dict()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "settings_combined[\"blocking_rules\"].append('l.email=r.email')\n", "settings_combined[\"blocking_rules\"].append('l.city=r.city')" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "from splink import Splink\n", "linker_db = Splink(settings_combined, df, spark)\n", "df_e = linker_db.manually_apply_fellegi_sunter_weights()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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unique_id_lunique_id_rclerical_match_score
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" ], "text/plain": [ " unique_id_l unique_id_r clerical_match_score\n", "8 747 982 0.0\n", "10 747 957 0.0\n", "23 747 794 0.0\n", "33 747 801 0.0\n", "37 747 758 0.0" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cols = ['unique_id', 'group']\n", "dfpd_l = df.toPandas().sample(1000)[cols]\n", "dfpd_l[\"join_col\"] = 1\n", "dfpd_r = dfpd_l.copy()\n", "labels = dfpd_l.merge(dfpd_r, on = \"join_col\", suffixes=('_l', '_r'))\n", "labels = labels[labels[\"unique_id_r\"]> labels[\"unique_id_l\"]]\n", "labels[\"clerical_match_score\"] = (labels[\"group_l\"] == labels[\"group_r\"]).astype(float)\n", "labels = labels.drop([\"group_l\", \"group_r\", \"join_col\"], axis=1)\n", "labels.head()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "$schema": "https://vega.github.io/schema/vega-lite/v4.8.1.json", "config": { "view": { "continuousHeight": 300, 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import altair as alt\n", "alt.renderers.enable('mimetype')\n", "\n", "from splink.truth import labels_with_splink_scores, roc_chart, precision_recall_chart\n", "labels_sp = spark.createDataFrame(labels)\n", "labels_and_scores = labels_with_splink_scores(labels_sp, df_e, \"unique_id\", spark, retain_all_cols=True)\n", "roc_chart(labels_and_scores, spark)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "from splink.truth import df_e_with_truth_categories" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "truth = df_e_with_truth_categories(labels_and_scores, 0.5, spark)\n", "truth_pd = truth.toPandas()" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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df_e__unique_id_ldf_e__unique_id_rdf_e__surname_ldf_e__surname_rdf_e__gamma_surnamedf_e__dob_ldf_e__dob_rdf_e__gamma_dobdf_e__city_ldf_e__city_rdf_e__gamma_citydf_e__email_ldf_e__email_rdf_e__gamma_emaildf_e__first_name_ldf_e__first_name_rdf_e__gamma_first_namedf_e__group_ldf_e__group_rdf_e__match_keydf_labels__unique_id_ldf_labels__unique_id_rclerical_match_scorematch_probabilityfound_by_blockingtruth_thresholdPNTPTNFPFN
82835NaNNaNNoneNoneNaNNoneNoneNaNNoneNoneNaNNoneNoneNaNNoneNoneNaNNaNNaNNone2792821.00.000000False0.5TrueFalseFalseFalseFalseTrue
373430903.0904.0MirleMiller0.02018-11-182018-12-080.0LondonLondo0.0zmartinez@ulazqvez.comzmartinez@velazquez.com0.0ChloeChloe2.0161.0161.009039041.00.013935True0.5TrueFalseFalseFalseFalseTrue
47687603.0608.0KyKay0.01996-05-131996-04-180.0oeteborPughPeterborough0.0seancollins@dean.comseancollins@dean.com1.0NoneIvy-1.0101.0101.036036081.00.063094True0.5TrueFalseFalseFalseFalseTrue
114941694.0701.0GrantFinley0.02003-07-122003-09-020.0SalfordSalford1.0brownsierra@price.combrownsierra@price.com1.0nleyFGrant0.0118.0118.036947011.00.240478True0.5TrueFalseFalseFalseFalseTrue
66252130.0132.0LewisEdward0.02005-05-262005-05-261.0oLndoLondon0.0Nonewhitakernichole@booth.com-1.0ddwaELewis0.024.024.021301321.00.039673True0.5TrueFalseFalseFalseFalseTrue
34208421.0424.0BrownBrown2.02005-05-022005-07-150.0LondonLondon1.0sarahbrown@mckinney.comsarahbroon@mckinneycwm0.0EimyNone-1.071.071.014214241.00.466550True0.5TrueFalseFalseFalseFalseTrue
121941867.0869.0SmithSmith2.02004-10-252004-12-240.0LeedsLeeds1.0kath0y2r@goodman.comkathryn20@goodman.com0.0eabAllaArabella0.0152.0152.018678691.00.172531True0.5TrueFalseFalseFalseFalseTrue
146154285.0288.0SaraJoksan0.01999-12-181999-09-180.0LiverpoolLiverpool1.0kimashley@nguyen.infokimaslen@yguyen.info0.0JacksonSara0.048.048.042852881.00.000636True0.5TrueFalseFalseFalseFalseTrue
374050930.0932.0NoneMills-1.01970-03-091970-03-091.0NoneLondon-1.0hensondebbie@garcia.comNone-1.0ahoTsThomas0.0167.0167.029309321.00.308924True0.5TrueFalseFalseFalseFalseTrue
7877524.026.0OllieThompson0.01996-03-221996-03-221.0NoneLeeds-1.0jefferyduke@brown-salazar.orgjefferyduke@brown-alazar.org0.0ThompsonOllie0.05.05.0224261.00.036166True0.5TrueFalseFalseFalseFalseTrue
\n", "
" ], "text/plain": [ " df_e__unique_id_l df_e__unique_id_r df_e__surname_l df_e__surname_r \\\n", "82835 NaN NaN None None \n", "373430 903.0 904.0 Mirle Miller \n", "47687 603.0 608.0 Ky Kay \n", "114941 694.0 701.0 Grant Finley \n", "66252 130.0 132.0 Lewis Edward \n", "34208 421.0 424.0 Brown Brown \n", "121941 867.0 869.0 Smith Smith \n", "146154 285.0 288.0 Sara Joksan \n", "374050 930.0 932.0 None Mills \n", "78775 24.0 26.0 Ollie Thompson \n", "\n", " df_e__gamma_surname df_e__dob_l df_e__dob_r df_e__gamma_dob \\\n", "82835 NaN None None NaN \n", "373430 0.0 2018-11-18 2018-12-08 0.0 \n", "47687 0.0 1996-05-13 1996-04-18 0.0 \n", "114941 0.0 2003-07-12 2003-09-02 0.0 \n", "66252 0.0 2005-05-26 2005-05-26 1.0 \n", "34208 2.0 2005-05-02 2005-07-15 0.0 \n", "121941 2.0 2004-10-25 2004-12-24 0.0 \n", "146154 0.0 1999-12-18 1999-09-18 0.0 \n", "374050 -1.0 1970-03-09 1970-03-09 1.0 \n", "78775 0.0 1996-03-22 1996-03-22 1.0 \n", "\n", " df_e__city_l df_e__city_r df_e__gamma_city \\\n", "82835 None None NaN \n", "373430 London Londo 0.0 \n", "47687 oeteborPugh Peterborough 0.0 \n", "114941 Salford Salford 1.0 \n", "66252 oLndo London 0.0 \n", "34208 London London 1.0 \n", "121941 Leeds Leeds 1.0 \n", "146154 Liverpool Liverpool 1.0 \n", "374050 None London -1.0 \n", "78775 None Leeds -1.0 \n", "\n", " df_e__email_l df_e__email_r \\\n", "82835 None None \n", "373430 zmartinez@ulazqvez.com zmartinez@velazquez.com \n", "47687 seancollins@dean.com seancollins@dean.com \n", "114941 brownsierra@price.com brownsierra@price.com \n", "66252 None whitakernichole@booth.com \n", "34208 sarahbrown@mckinney.com sarahbroon@mckinneycwm \n", "121941 kath0y2r@goodman.com kathryn20@goodman.com \n", "146154 kimashley@nguyen.info kimaslen@yguyen.info \n", "374050 hensondebbie@garcia.com None \n", "78775 jefferyduke@brown-salazar.org jefferyduke@brown-alazar.org \n", "\n", " df_e__gamma_email df_e__first_name_l df_e__first_name_r \\\n", "82835 NaN None None \n", "373430 0.0 Chloe Chloe \n", "47687 1.0 None Ivy \n", "114941 1.0 nleyF Grant \n", "66252 -1.0 ddwaE Lewis \n", "34208 0.0 Eimy None \n", "121941 0.0 eabAlla Arabella \n", "146154 0.0 Jackson Sara \n", "374050 -1.0 ahoTs Thomas \n", "78775 0.0 Thompson Ollie \n", "\n", " df_e__gamma_first_name df_e__group_l df_e__group_r df_e__match_key \\\n", "82835 NaN NaN NaN None \n", "373430 2.0 161.0 161.0 0 \n", "47687 -1.0 101.0 101.0 3 \n", "114941 0.0 118.0 118.0 3 \n", "66252 0.0 24.0 24.0 2 \n", "34208 -1.0 71.0 71.0 1 \n", "121941 0.0 152.0 152.0 1 \n", "146154 0.0 48.0 48.0 4 \n", "374050 0.0 167.0 167.0 2 \n", "78775 0.0 5.0 5.0 2 \n", "\n", " df_labels__unique_id_l df_labels__unique_id_r clerical_match_score \\\n", "82835 279 282 1.0 \n", "373430 903 904 1.0 \n", "47687 603 608 1.0 \n", "114941 694 701 1.0 \n", "66252 130 132 1.0 \n", "34208 421 424 1.0 \n", "121941 867 869 1.0 \n", "146154 285 288 1.0 \n", "374050 930 932 1.0 \n", "78775 24 26 1.0 \n", "\n", " match_probability found_by_blocking truth_threshold P N \\\n", "82835 0.000000 False 0.5 True False \n", "373430 0.013935 True 0.5 True False \n", "47687 0.063094 True 0.5 True False \n", "114941 0.240478 True 0.5 True False \n", "66252 0.039673 True 0.5 True False \n", "34208 0.466550 True 0.5 True False \n", "121941 0.172531 True 0.5 True False \n", "146154 0.000636 True 0.5 True False \n", "374050 0.308924 True 0.5 True False \n", "78775 0.036166 True 0.5 True False \n", "\n", " TP TN FP FN \n", "82835 False False False True \n", "373430 False False False True \n", "47687 False False False True \n", "114941 False False False True \n", "66252 False False False True \n", "34208 False False False True \n", "121941 False False False True \n", "146154 False False False True \n", "374050 False False False True \n", "78775 False False False True " ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "f1 = truth_pd[\"FN\"] == True\n", "truth_pd[f1].sample(10)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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df_e__unique_id_ldf_e__unique_id_rdf_e__surname_ldf_e__surname_rdf_e__gamma_surnamedf_e__dob_ldf_e__dob_rdf_e__gamma_dobdf_e__city_ldf_e__city_rdf_e__gamma_citydf_e__email_ldf_e__email_rdf_e__gamma_emaildf_e__first_name_ldf_e__first_name_rdf_e__gamma_first_namedf_e__group_ldf_e__group_rdf_e__match_keydf_labels__unique_id_ldf_labels__unique_id_rclerical_match_scorematch_probabilityfound_by_blockingtruth_thresholdPNTPTNFPFN
400.0423.0NoneBrown-1.02015-10-292005-07-150.0LondonLondon1.0hannah88@powers.comsarahbron@mckinney.com0.0JuliaNone-1.00.071.0404230.00.010430True0.01FalseTrueFalseFalseTrueFalse
410.0425.0NoneBrown-1.02015-10-292005-10-060.0LondonLondon1.0hannah88@powers.comsarahbrown@mckinney.com0.0JuliaNone-1.00.071.0404250.00.010430True0.01FalseTrueFalseFalseTrueFalse
550.0514.0NoneTaylor-1.02015-10-292005-06-200.0LondonLondon1.0hannah88@powers.commichellejackson@smith-trujillo.com0.0JuliaNone-1.00.088.0405140.00.010430True0.01FalseTrueFalseFalseTrueFalse
690.0628.0NoneLong-1.02015-10-292015-02-050.0LondonLondon1.0hannah88@powers.comgarciarichard@brady.com0.0JuliaNone-1.00.0106.0406280.00.010430True0.01FalseTrueFalseFalseTrueFalse
1521.0343.0TaylorNone-1.02015-07-312016-02-180.0LondonLondon1.0hannah88@powers.comduanejames@reyes.net0.0JuliaNone-1.00.059.0413430.00.010430True0.01FalseTrueFalseFalseTrueFalse
...................................................................................................
49917597.0737.0MorrisWalker0.01983-07-202019-05-010.0BirminghamLeicester0.0emilysmith@irwin-medina.bizjonohan52@eaton.arg0.0NoahNoah2.020.0127.00977370.00.013935True0.01FalseTrueFalseFalseTrueFalse
49934498.0894.0MsrioNone-1.01983-07-202007-10-300.0BirminghamBirmingham1.0emilysmith@irwin-medina.bizstephanieromero@smith.com0.0NoneMila-1.020.0159.04988940.00.010430True0.01FalseTrueFalseFalseTrueFalse
49945399.0632.0MorrisGibson0.01983-07-201987-05-180.0BirminghamLondon0.0emilysmith@irwin-medina.bizavazquez@banks.com0.0NoahNoah2.020.0107.00996320.00.013935True0.01FalseTrueFalseFalseTrueFalse
49945599.0638.0MorrisGibson0.01983-07-201987-08-210.0BirminghamLondon0.0emilysmith@irwin-medina.bizavazquez@banks.com0.0NoahNoah2.020.0107.00996380.00.013935True0.01FalseTrueFalseFalseTrueFalse
499499996.0998.0NoneKing-1.01995-09-052015-09-210.0LondonLondon1.0wesleykidd@miller.comchristopherpierce@hoffman-ross.biz0.0LilyNone-1.0179.0180.049969980.00.010430True0.01FalseTrueFalseFalseTrueFalse
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4306 rows × 32 columns

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" ], "text/plain": [ " df_e__unique_id_l df_e__unique_id_r df_e__surname_l df_e__surname_r \\\n", "40 0.0 423.0 None Brown \n", "41 0.0 425.0 None Brown \n", "55 0.0 514.0 None Taylor \n", "69 0.0 628.0 None Long \n", "152 1.0 343.0 Taylor None \n", "... ... ... ... ... \n", "499175 97.0 737.0 Morris Walker \n", "499344 98.0 894.0 Msrio None \n", "499453 99.0 632.0 Morris Gibson \n", "499455 99.0 638.0 Morris Gibson \n", "499499 996.0 998.0 None King \n", "\n", " df_e__gamma_surname df_e__dob_l df_e__dob_r df_e__gamma_dob \\\n", "40 -1.0 2015-10-29 2005-07-15 0.0 \n", "41 -1.0 2015-10-29 2005-10-06 0.0 \n", "55 -1.0 2015-10-29 2005-06-20 0.0 \n", "69 -1.0 2015-10-29 2015-02-05 0.0 \n", "152 -1.0 2015-07-31 2016-02-18 0.0 \n", "... ... ... ... ... \n", "499175 0.0 1983-07-20 2019-05-01 0.0 \n", "499344 -1.0 1983-07-20 2007-10-30 0.0 \n", "499453 0.0 1983-07-20 1987-05-18 0.0 \n", "499455 0.0 1983-07-20 1987-08-21 0.0 \n", "499499 -1.0 1995-09-05 2015-09-21 0.0 \n", "\n", " df_e__city_l df_e__city_r df_e__gamma_city \\\n", "40 London London 1.0 \n", "41 London London 1.0 \n", "55 London London 1.0 \n", "69 London London 1.0 \n", "152 London London 1.0 \n", "... ... ... ... \n", "499175 Birmingham Leicester 0.0 \n", "499344 Birmingham Birmingham 1.0 \n", "499453 Birmingham London 0.0 \n", "499455 Birmingham London 0.0 \n", "499499 London London 1.0 \n", "\n", " df_e__email_l df_e__email_r \\\n", "40 hannah88@powers.com sarahbron@mckinney.com \n", "41 hannah88@powers.com sarahbrown@mckinney.com \n", "55 hannah88@powers.com michellejackson@smith-trujillo.com \n", "69 hannah88@powers.com garciarichard@brady.com \n", "152 hannah88@powers.com duanejames@reyes.net \n", "... ... ... \n", "499175 emilysmith@irwin-medina.biz jonohan52@eaton.arg \n", "499344 emilysmith@irwin-medina.biz stephanieromero@smith.com \n", "499453 emilysmith@irwin-medina.biz avazquez@banks.com \n", "499455 emilysmith@irwin-medina.biz avazquez@banks.com \n", "499499 wesleykidd@miller.com christopherpierce@hoffman-ross.biz \n", "\n", " df_e__gamma_email df_e__first_name_l df_e__first_name_r \\\n", "40 0.0 Julia None \n", "41 0.0 Julia None \n", "55 0.0 Julia None \n", "69 0.0 Julia None \n", "152 0.0 Julia None \n", "... ... ... ... \n", "499175 0.0 Noah Noah \n", "499344 0.0 None Mila \n", "499453 0.0 Noah Noah \n", "499455 0.0 Noah Noah \n", "499499 0.0 Lily None \n", "\n", " df_e__gamma_first_name df_e__group_l df_e__group_r df_e__match_key \\\n", "40 -1.0 0.0 71.0 4 \n", "41 -1.0 0.0 71.0 4 \n", "55 -1.0 0.0 88.0 4 \n", "69 -1.0 0.0 106.0 4 \n", "152 -1.0 0.0 59.0 4 \n", "... ... ... ... ... \n", "499175 2.0 20.0 127.0 0 \n", "499344 -1.0 20.0 159.0 4 \n", "499453 2.0 20.0 107.0 0 \n", "499455 2.0 20.0 107.0 0 \n", "499499 -1.0 179.0 180.0 4 \n", "\n", " df_labels__unique_id_l df_labels__unique_id_r clerical_match_score \\\n", "40 0 423 0.0 \n", "41 0 425 0.0 \n", "55 0 514 0.0 \n", "69 0 628 0.0 \n", "152 1 343 0.0 \n", "... ... ... ... \n", "499175 97 737 0.0 \n", "499344 98 894 0.0 \n", "499453 99 632 0.0 \n", "499455 99 638 0.0 \n", "499499 996 998 0.0 \n", "\n", " match_probability found_by_blocking truth_threshold P N \\\n", "40 0.010430 True 0.01 False True \n", "41 0.010430 True 0.01 False True \n", "55 0.010430 True 0.01 False True \n", "69 0.010430 True 0.01 False True \n", "152 0.010430 True 0.01 False True \n", "... ... ... ... ... ... \n", "499175 0.013935 True 0.01 False True \n", "499344 0.010430 True 0.01 False True \n", "499453 0.013935 True 0.01 False True \n", "499455 0.013935 True 0.01 False True \n", "499499 0.010430 True 0.01 False True \n", "\n", " TP TN FP FN \n", "40 False False True False \n", "41 False False True False \n", "55 False False True False \n", "69 False False True False \n", "152 False False True False \n", "... ... ... ... ... \n", "499175 False False True False \n", "499344 False False True False \n", "499453 False False True False \n", "499455 False False True False \n", "499499 False False True False \n", "\n", "[4306 rows x 32 columns]" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# There are no false positives at a threshold of 0.05!\n", "truth = df_e_with_truth_categories(labels_and_scores, 0.01, spark)\n", "truth_pd = truth.toPandas()\n", "f1 = truth_pd[\"FP\"] == True\n", "truth_pd[f1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Do we get a different ROC if we compare every row with every other (cartesian blocking)\n", "\n", "Usually this is not possible, but with a small test dataset, the cartesian product is less than a million rows, so we can try:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "settings_cartesian = {\n", " \"link_type\": \"dedupe_only\",\n", " \"blocking_rules\": [\n", " ],\n", " \"comparison_columns\": [\n", " {\n", " \"col_name\": \"first_name\",\n", " \"num_levels\": 3,\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"surname\",\n", " \"num_levels\": 3,\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"dob\"\n", " },\n", " {\n", " \"col_name\": \"city\",\n", " \"term_frequency_adjustments\": True\n", " },\n", " {\n", " \"col_name\": \"email\"\n", " }\n", " ],\n", " \"additional_columns_to_retain\": [\"group\"],\n", " \"em_convergence\": 0.01\n", "}" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/robinlinacre/anaconda3/lib/python3.8/site-packages/splink/default_settings.py:199: UserWarning: You have not specified any blocking rules, meaning all comparisons between the input dataset(s) will be generated and blocking will not be used.For large input datasets, this will generally be computationally intractable because it will generate comparisons equal to the number of rows squared.\n", " warnings.warn(\n", "INFO:splink.iterate:Iteration 0 complete\n", "INFO:splink.model:The maximum change in parameters was 0.30443414449691775 for key dob, level 1\n", "INFO:splink.iterate:Iteration 1 complete\n", "INFO:splink.model:The maximum change in parameters was 0.08487707376480103 for key city, level 1\n", "INFO:splink.iterate:Iteration 2 complete\n", "INFO:splink.model:The maximum change in parameters was 0.028156936168670654 for key surname, level 0\n", "INFO:splink.iterate:Iteration 3 complete\n", "INFO:splink.model:The maximum change in parameters was 0.016305357217788696 for key first_name, level 0\n", "INFO:splink.iterate:Iteration 4 complete\n", "INFO:splink.model:The maximum change in parameters was 0.00980609655380249 for key first_name, level 0\n", "INFO:splink.iterate:EM algorithm has converged\n" ] } ], "source": [ "from splink import Splink\n", "linker_c = Splink(settings_cartesian, df, spark)\n", "df_e_c = linker_c.get_scored_comparisons()" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from splink.truth import labels_with_splink_scores, roc_chart, precision_recall_chart\n", "labels_sp = spark.createDataFrame(labels)\n", "labels_and_scores = labels_with_splink_scores(labels_sp, df_e_c, \"unique_id\", spark, retain_all_cols=True)\n", "roc_chart(labels_and_scores, spark)" ] } ], "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": "3.8.3" } }, "nbformat": 4, "nbformat_minor": 4 }