{
"cells": [
{
"cell_type": "markdown",
"id": "e8616436-b699-44e5-ac76-65efda4b4c12",
"metadata": {},
"source": [
"# Visualising intersections and overlaps between data sources\n",
"\n",
"In [another notebook](extract_aggregated_data_from_harvest.ipynb) I extracted some summary information from the [complete harvest](complete_harvest.ipynb) of the People and Organisations data. This included information about how different data sources were aggregated into individual records. In this notebook we'll explore connections between data sources."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "f61cd4c8-f1de-49cd-b9e7-b366721c5087",
"metadata": {},
"outputs": [],
"source": [
"import itertools\n",
"\n",
"import altair as alt\n",
"import pandas as pd\n",
"from pyvis.network import Network\n",
"from upsetplot import UpSet, from_memberships"
]
},
{
"cell_type": "markdown",
"id": "0c7c6f2b-fd39-4f31-81bc-055915a32d44",
"metadata": {},
"source": [
"## Overview of data sources\n",
"I've extracted details of the different data sources contributing to the People and Organisations zone and saved them in the [`peau_sources.csv`](peau_sources.csv) file. Let's have a little look at them."
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "a5e9afc0-ea21-4ada-a6ff-936288d4247b",
"metadata": {},
"outputs": [],
"source": [
"df_sources = pd.read_csv(\"peau_sources.csv\")"
]
},
{
"cell_type": "markdown",
"id": "1a0fe881-7ece-4e80-8f0a-fb1d213c3eb9",
"metadata": {},
"source": [
"How many data sources are there?"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "88bb89e2-6853-450b-a66c-2c4e2aa6afec",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"70"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df_sources.shape[0]"
]
},
{
"cell_type": "markdown",
"id": "5cea18f7-9fe7-4e47-a325-811b53df6e01",
"metadata": {},
"source": [
"Let's display a list of sources and the number of records each source is linked to."
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "721b1e95-b3b2-4f2d-89c8-51a77977c4de",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
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\n",
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agency_id
\n",
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agency_name
\n",
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total
\n",
"
\n",
" \n",
" \n",
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\n",
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AU-AIAS
\n",
"
AIATSIS Aboriginal Biographical Index
\n",
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48,360
\n",
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\n",
"
\n",
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AU-AMG
\n",
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GeoScience Australia
\n",
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260
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AU-ANL:AD
\n",
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Australia Dancing
\n",
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325
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AU-ANL:MA
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Music Australia
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255
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AU-ANL:MA-DM
\n",
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destra Media
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410
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\n",
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\n",
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AU-ANL:PEAU
\n",
"
National Library of Australia Party Infrastructure
\n",
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1,309,339
\n",
"
\n",
"
\n",
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AU-ANL:PO
\n",
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National Library of Australia People and Organisations
\n",
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5
\n",
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\n",
"
\n",
"
AU-ANU
\n",
"
Australian National University
\n",
"
9
\n",
"
\n",
"
\n",
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AU-ANU:ADBO
\n",
"
Australian Dictionary of Biography
\n",
"
13,433
\n",
"
\n",
"
\n",
"
AU-ANU:OA
\n",
"
Obituaries Australia
\n",
"
8,115
\n",
"
\n",
"
\n",
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AU-APAR
\n",
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Australian Parliamentary Library
\n",
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1,825
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\n",
"
\n",
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AU-APAR:S
\n",
"
Department of the Senate
\n",
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328
\n",
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\n",
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\n",
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AU-APC:WB
\n",
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Australian Paralympic Committee
\n",
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790
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\n",
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\n",
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AU-NAMC
\n",
"
Australian Music Centre
\n",
"
601
\n",
"
\n",
"
\n",
"
AU-NAMO
\n",
"
Australian Music Online
\n",
"
2,170
\n",
"
\n",
"
\n",
"
AU-NMQU
\n",
"
Macquarie University, Australia
\n",
"
18
\n",
"
\n",
"
\n",
"
AU-NMUS:CAN
\n",
"
Collections Australia Network
\n",
"
1,692
\n",
"
\n",
"
\n",
"
AU-NNCU
\n",
"
University of Newcastle
\n",
"
37
\n",
"
\n",
"
\n",
"
AU-NSAL
\n",
"
Sydney's Aldermen
\n",
"
1,048
\n",
"
\n",
"
\n",
"
AU-NTSM
\n",
"
University of Technology, Sydney
\n",
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128
\n",
"
\n",
"
\n",
"
AU-NU
\n",
"
The University of Sydney, Australia
\n",
"
40
\n",
"
\n",
"
\n",
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AU-NUN:DAAO
\n",
"
Design & Art Australia Online
\n",
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17,003
\n",
"
\n",
"
\n",
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AU-NUNE
\n",
"
The University of New England
\n",
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2
\n",
"
\n",
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\n",
"
AU-NUWS
\n",
"
University of Western Sydney
\n",
"
172
\n",
"
\n",
"
\n",
"
AU-NWU
\n",
"
University of Wollongong
\n",
"
114
\n",
"
\n",
"
\n",
"
AU-QGU
\n",
"
Griffith University
\n",
"
1,601
\n",
"
\n",
"
\n",
"
AU-QJCU
\n",
"
James Cook University, Australia
\n",
"
457
\n",
"
\n",
"
\n",
"
AU-QPRO
\n",
"
The Prosecution Project
\n",
"
57,214
\n",
"
\n",
"
\n",
"
AU-QU
\n",
"
The University of Queensland
\n",
"
117
\n",
"
\n",
"
\n",
"
AU-QUT
\n",
"
Queensland University of Technology
\n",
"
202
\n",
"
\n",
"
\n",
"
AU-QUT:GP
\n",
"
Queensland University of Technology
\n",
"
55
\n",
"
\n",
"
\n",
"
AU-SAUS
\n",
"
AusStage
\n",
"
173,307
\n",
"
\n",
"
\n",
"
AU-SFU:PDM
\n",
"
Flinders University
\n",
"
116
\n",
"
\n",
"
\n",
"
AU-SUA
\n",
"
The University of Adelaide
\n",
"
35
\n",
"
\n",
"
\n",
"
AU-SUSA
\n",
"
University of South Australia
\n",
"
94
\n",
"
\n",
"
\n",
"
AU-TU
\n",
"
University of Tasmania, Australia
\n",
"
76
\n",
"
\n",
"
\n",
"
AU-VAFI
\n",
"
RMIT University
\n",
"
8
\n",
"
\n",
"
\n",
"
AU-VANDS
\n",
"
Australian Research Institutions
\n",
"
199
\n",
"
\n",
"
\n",
"
AU-VASD
\n",
"
Australian Sound Design
\n",
"
94
\n",
"
\n",
"
\n",
"
AU-VDU
\n",
"
Deakin University, Australia
\n",
"
193
\n",
"
\n",
"
\n",
"
AU-VLU
\n",
"
La Trobe University
\n",
"
49
\n",
"
\n",
"
\n",
"
AU-VPRO
\n",
"
Public Records Office Victoria
\n",
"
2,727
\n",
"
\n",
"
\n",
"
AU-VSWT
\n",
"
Swinburne University of Technology
\n",
"
90
\n",
"
\n",
"
\n",
"
AU-VU
\n",
"
University of Melbourne
\n",
"
2,966
\n",
"
\n",
"
\n",
"
AU-VU:AWR
\n",
"
The Australian Women's Register
\n",
"
6,699
\n",
"
\n",
"
\n",
"
AU-VU:EOAS
\n",
"
Encyclopedia of Australian Science
\n",
"
8,259
\n",
"
\n",
"
\n",
"
AU-WS:AUS
\n",
"
AuScope
\n",
"
126
\n",
"
\n",
"
\n",
"
AU-WU
\n",
"
The University of Western Australia
\n",
"
39
\n",
"
\n",
"
\n",
"
AU-YORCID
\n",
"
ORCID
\n",
"
24,998
\n",
"
\n",
"
\n",
"
AuCNLKIN
\n",
"
Libraries Australia
\n",
"
998,929
\n",
"
\n",
"
\n",
"
OCLC-BAV
\n",
"
BAV
\n",
"
1
\n",
"
\n",
"
\n",
"
OCLC-BNE
\n",
"
BNE
\n",
"
5
\n",
"
\n",
"
\n",
"
OCLC-BNF
\n",
"
BNF
\n",
"
8
\n",
"
\n",
"
\n",
"
OCLC-DNB
\n",
"
DNB
\n",
"
8
\n",
"
\n",
"
\n",
"
OCLC-EGAXA
\n",
"
EGAXA
\n",
"
2
\n",
"
\n",
"
\n",
"
OCLC-JPG
\n",
"
JPG
\n",
"
3
\n",
"
\n",
"
\n",
"
OCLC-LAC
\n",
"
LAC
\n",
"
2
\n",
"
\n",
"
\n",
"
OCLC-LC
\n",
"
LC
\n",
"
13
\n",
"
\n",
"
\n",
"
OCLC-NKC
\n",
"
NKC
\n",
"
4
\n",
"
\n",
"
\n",
"
OCLC-NLA
\n",
"
NLA
\n",
"
14
\n",
"
\n",
"
\n",
"
OCLC-NLIara
\n",
"
NLIara
\n",
"
1
\n",
"
\n",
"
\n",
"
OCLC-NLIlat
\n",
"
NLIlat
\n",
"
2
\n",
"
\n",
"
\n",
"
OCLC-NUKAT
\n",
"
NUKAT
\n",
"
3
\n",
"
\n",
"
\n",
"
OCLC-PTBNP
\n",
"
PTBNP
\n",
"
2
\n",
"
\n",
"
\n",
"
OCLC-RERO
\n",
"
RERO
\n",
"
2
\n",
"
\n",
"
\n",
"
OCLC-SELIBR
\n",
"
SELIBR
\n",
"
1
\n",
"
\n",
"
\n",
"
OCLC-SUDOC
\n",
"
SUDOC
\n",
"
1
\n",
"
\n",
"
\n",
"
OCLC-VIAF
\n",
"
AIATSIS Aboriginal Biographical Index
\n",
"
21
\n",
"
\n",
"
\n",
"
OCLC-VIAF:TEST
\n",
"
VIAF: The Virtual International Authority File
\n",
"
3
\n",
"
\n",
"
\n",
"
TO-DO
\n",
"
The University of Examples, Australia
\n",
"
2
\n",
"
\n",
" \n",
"
\n"
],
"text/plain": [
""
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df_sources.sort_values(\"agency_id\").style.hide().format(thousands=\",\").bar(\n",
" subset=[\"total\"], color=\"#aab6fe\"\n",
").set_properties(subset=[\"total\"], **{\"width\": \"400px\"})"
]
},
{
"cell_type": "markdown",
"id": "a8156823-2b75-4f8e-9b55-b9bfce89f548",
"metadata": {},
"source": [
"The two sources with the most number of records attached are 'AU-ANL:PEAU' and 'AuCNLKIN'. 'AU-ANL:PEAU' is the People and Organisations system itself, so it's included in every record. 'AuCNLKIN' refers to the National Bibliographic Database (otherwise known as Libraries Australia), another component in the NLA's digital infrastructure. The ANBD includes authority records for people and organisations which have been imported into the People and Organisations zone.\n",
"\n",
"At the other end of the scale there's a large number of what appear to be test sources attached to small numbers of records. To clean things up a bit, we'll exclude sources that have 'OCLC', 'TO-DO', or 'PEAU' in them."
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "08099313-1efc-4969-b531-ef7e2244a15b",
"metadata": {},
"outputs": [],
"source": [
"df_sources = df_sources.loc[\n",
" ~df_sources[\"agency_id\"].str.contains(\"OCLC|PEAU|TO-DO|AU-ANL:PO\", regex=True)\n",
"]"
]
},
{
"cell_type": "markdown",
"id": "5fb7bc78-787d-4111-8c3d-451dcb803990",
"metadata": {},
"source": [
"## Connections between sources\n",
"\n",
"The People and Organisations zone aggregates and disambiguates the biographical records it receives from these data sources. The idea is that all the information about a single person or organisation gets grouped together under a single 'identity'. This means that otherwise separate data sources meet in individual records, creating new connections between them. This is useful because it means if you have a record from the Australian Dictionary of Biography, for example, you can search in the People and Organisations zone for linked records from other data sources such as the Encyclopedia of Australian Science.\n",
"\n",
"I've extracted the mix of data sources from each record in the People and Organisations zone and saved the data in the `peau_source_groups.csv` file. We can use this to explore how the data sources are connected. Each `source_group` in the data file includes a list of data sources separated by '|'. "
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "b0472608-e314-41bc-8027-50a244abd9d3",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
"
\n",
"
\n",
"
source_group
\n",
"
number_of_sources
\n",
"
total
\n",
"
\n",
" \n",
" \n",
"
\n",
"
0
\n",
"
AuCNLKIN
\n",
"
1
\n",
"
941859
\n",
"
\n",
"
\n",
"
1
\n",
"
AU-SAUS
\n",
"
1
\n",
"
167827
\n",
"
\n",
"
\n",
"
2
\n",
"
AU-ANU:ADBO|AuCNLKIN
\n",
"
2
\n",
"
2144
\n",
"
\n",
"
\n",
"
3
\n",
"
AU-AIAS|AuCNLKIN
\n",
"
2
\n",
"
36574
\n",
"
\n",
"
\n",
"
4
\n",
"
AU-NUN:DAAO
\n",
"
1
\n",
"
12932
\n",
"
\n",
"
\n",
"
...
\n",
"
...
\n",
"
...
\n",
"
...
\n",
"
\n",
"
\n",
"
634
\n",
"
AU-NUWS|AU-VASD|AU-YORCID|AuCNLKIN
\n",
"
4
\n",
"
1
\n",
"
\n",
"
\n",
"
635
\n",
"
AU-ANU:ADBO|AU-NUN:DAAO|AU-VU|AU-VU:AWR|AU-VU:...
\n",
"
5
\n",
"
1
\n",
"
\n",
"
\n",
"
636
\n",
"
AU-ANL:MA|AU-ANU:ADBO|AU-ANU:OA|AU-SAUS|AuCNLKIN
\n",
"
5
\n",
"
1
\n",
"
\n",
"
\n",
"
637
\n",
"
AU-NMUS:CAN|AU-SAUS|AU-VPRO|AuCNLKIN|OCLC-BNF|...
\n",
"
9
\n",
"
1
\n",
"
\n",
"
\n",
"
638
\n",
"
AU-ANL:AD|AU-ANU:ADBO|AU-SAUS|AU-VU:AWR
\n",
"
4
\n",
"
1
\n",
"
\n",
" \n",
"
\n",
"
638 rows × 3 columns
\n",
"
"
],
"text/plain": [
" source_group number_of_sources \\\n",
"0 AuCNLKIN 1 \n",
"1 AU-SAUS 1 \n",
"2 AU-ANU:ADBO|AuCNLKIN 2 \n",
"3 AU-AIAS|AuCNLKIN 2 \n",
"4 AU-NUN:DAAO 1 \n",
".. ... ... \n",
"634 AU-NUWS|AU-VASD|AU-YORCID|AuCNLKIN 4 \n",
"635 AU-ANU:ADBO|AU-NUN:DAAO|AU-VU|AU-VU:AWR|AU-VU:... 5 \n",
"636 AU-ANL:MA|AU-ANU:ADBO|AU-ANU:OA|AU-SAUS|AuCNLKIN 5 \n",
"637 AU-NMUS:CAN|AU-SAUS|AU-VPRO|AuCNLKIN|OCLC-BNF|... 9 \n",
"638 AU-ANL:AD|AU-ANU:ADBO|AU-SAUS|AU-VU:AWR 4 \n",
"\n",
" total \n",
"0 941859 \n",
"1 167827 \n",
"2 2144 \n",
"3 36574 \n",
"4 12932 \n",
".. ... \n",
"634 1 \n",
"635 1 \n",
"636 1 \n",
"637 1 \n",
"638 1 \n",
"\n",
"[638 rows x 3 columns]"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Load the grouped sources\n",
"df_source_groups = pd.read_csv(\"peau_source_groups.csv\").dropna()\n",
"df_source_groups"
]
},
{
"cell_type": "markdown",
"id": "e40c20c6-4a73-45cc-957f-cfc39ecb4c19",
"metadata": {},
"source": [
"The 70 data sources linked in 638 different combinations!\n",
"\n",
"For the moment we won't worry about the numbers, we'll just look at the connections by generating a network graph. First we'll split all of the source groups into a list of lists."
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "e7e30eb1-f55f-4f52-8e2a-e15660619404",
"metadata": {},
"outputs": [],
"source": [
"# Turn the source groups into a list of lists\n",
"connections_list = (\n",
" df_source_groups.loc[\n",
" (df_source_groups[\"total\"] > 0)\n",
" & (\n",
" ~df_source_groups[\"source_group\"].str.contains(\n",
" \"OCLC|PEAU|TO-DO|AU-ANL:PO\", regex=True\n",
" )\n",
" )\n",
" ]\n",
" .source_group.str.split(\"|\")\n",
" .to_list()\n",
")"
]
},
{
"cell_type": "markdown",
"id": "efa6b08f-6617-477e-b96a-36be82362273",
"metadata": {},
"source": [
"Then we'll convert this into a list of 'edges' – pairs of connected data sources."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "e33d6b71-074c-409d-8783-ff6a52bcfdad",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[['AU-AIAS', 'AU-ANL:AD'],\n",
" ['AU-AIAS', 'AU-ANL:MA'],\n",
" ['AU-AIAS', 'AU-ANL:MA-DM'],\n",
" ['AU-AIAS', 'AU-ANU:ADBO'],\n",
" ['AU-AIAS', 'AU-ANU:OA']]"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# For each source group list, extract pairs of related sources\n",
"# These will be the edges in our network graph\n",
"related = []\n",
"for ls in connections_list:\n",
" for i, l in enumerate(ls):\n",
" for j in range(i + 1, len(ls)):\n",
" related.append([l, ls[j]])\n",
"\n",
"# Remove duplicates\n",
"related.sort()\n",
"edges = list(related for related, _ in itertools.groupby(related))\n",
"\n",
"# Display and example of the output\n",
"edges[:5]"
]
},
{
"cell_type": "markdown",
"id": "fe14243e-623b-4243-85b3-256574a4e106",
"metadata": {},
"source": [
"The nodes in our network graph will be the data sources themselves. Here we create the graph."
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "bb563139-cbe0-4870-b110-4261068f31fe",
"metadata": {},
"outputs": [],
"source": [
"# A couple of issues with PyVis:\n",
"# .set_values() doesn't work unless you include a configure value -- see: https://github.com/WestHealth/pyvis/issues/81\n",
"# The graph wouldn't settle unless I decresed the gravity below the default -2000\n",
"# set_values also seems to overide other config settings? Not sure about this but odd things happened.\n",
"\n",
"net = Network(notebook=True, width=\"100%\", height=600, directed=False)"
]
},
{
"cell_type": "markdown",
"id": "98bf2e7f-3865-4e84-9b25-c2c04d9e16c4",
"metadata": {},
"source": [
"Then we add the nodes and the edges."
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "109bbdb1-b0ef-49e1-b92e-cd56faab2ae5",
"metadata": {},
"outputs": [],
"source": [
"# for agency_id, agency_name in agencies.items():\n",
"# net.add_node(agency_id, title=agency_name, size=10)\n",
"\n",
"for source in df_sources.itertuples():\n",
" net.add_node(source.agency_id, title=source.agency_name, value=source.total)\n",
"\n",
"for edge in edges:\n",
" net.add_edge(edge[0], edge[1])\n",
"\n",
"neighbor_map = net.get_adj_list()\n",
"\n",
"# add neighbor data to node hover data\n",
"for node in net.nodes:\n",
" # node['title'] += ' Connections: ' + ' '.join(neighbor_map[node['id']])\n",
" node[\"value\"] = len(neighbor_map[node[\"id\"]])"
]
},
{
"cell_type": "markdown",
"id": "8e6bff51-726c-471b-8f63-39b224af4484",
"metadata": {},
"source": [
"Finally we style and display the network graph."
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "f82c9dfe-e6e1-424f-90e8-509cdabdab41",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" \n",
" "
],
"text/plain": [
""
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# net.toggle_physics(False)\n",
"\n",
"\n",
"net.set_options(\n",
" \"\"\"\n",
"var options = {\n",
" \"configure\": {\n",
" \"enabled\": true\n",
" },\n",
" \"nodes\": {\n",
" \"color\": {\n",
" \"background\": \"#7986cb\",\n",
" \"border\": \"#49599a\",\n",
" \"highlight\": {\n",
" \"background\": \"#aab6fe\",\n",
" \"border\": \"#7986cb\"\n",
" }\n",
" },\n",
" \"font\": {\n",
" \"size\": 20\n",
" }\n",
" },\n",
" \"edges\": {\n",
" \"color\": {\n",
" \"color\": \"#b0bec5\",\n",
" \"highlight\": \"#808e95\",\n",
" \"inherit\": false\n",
" }\n",
" },\n",
" \"physics\": {\n",
" \"barnesHut\": {\n",
" \"gravitationalConstant\": -12000\n",
" },\n",
" \"minVelocity\": 0.75\n",
" }\n",
"}\n",
"\"\"\"\n",
")\n",
"\n",
"net.show(\"sources.html\")"
]
},
{
"cell_type": "markdown",
"id": "8afe23ed-2529-4b3f-9ee5-29a0004693c5",
"metadata": {},
"source": [
"## Display intersections that include more than 50 records\n",
"\n",
"As noted above, the 70 sources contributing data to the People & Organisations zone can be found in 638 unique combinations, or intersections, within individual records. If we try charting the number of records containing each unique combination, we see a very dramatic 'long tail' with most of these intersections involving only a very small number of records."
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "4379755e-b4ea-430a-a9a1-8951134eaedb",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
""
],
"text/plain": [
"alt.Chart(...)"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"alt.Chart(df_source_groups.loc[df_source_groups[\"number_of_sources\"] > 1]).mark_bar(\n",
" size=1\n",
").encode(\n",
" x=alt.X(\"source_group:N\", sort=\"-y\", axis=alt.Axis(labels=False, ticks=False)),\n",
" y=alt.Y(\"total:Q\"),\n",
" tooltip=[\"source_group\", \"total\"],\n",
").properties(\n",
" width=alt.Step(2)\n",
")"
]
},
{
"cell_type": "markdown",
"id": "284659f7-49f8-4926-9c85-539f66da0e8c",
"metadata": {},
"source": [
"This is easier to see if we use a symlog scale for the y axis."
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "5950b023-2a31-4f7c-bb06-a8aa87f6ddac",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
""
],
"text/plain": [
"alt.Chart(...)"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"alt.Chart(df_source_groups.loc[df_source_groups[\"number_of_sources\"] > 1]).mark_bar(\n",
" size=1\n",
").encode(\n",
" x=alt.X(\"source_group:N\", sort=\"-y\", axis=alt.Axis(labels=False, ticks=False)),\n",
" y=alt.Y(\"total:Q\", scale=alt.Scale(type=\"symlog\")),\n",
" tooltip=[\"source_group\", \"total\"],\n",
").properties(\n",
" width=alt.Step(2)\n",
")"
]
},
{
"cell_type": "markdown",
"id": "e53c5636-4c87-4ff6-b125-45f62007f173",
"metadata": {},
"source": [
"From the above chart we can see that more than half of the intersections appear in only one or two records.\n",
"\n",
"So that we can focus on the most common intersections, we'll filter the source groups to show only intersections involving more than 50 records."
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "f5dfb4fa-5218-4ac3-8742-547f035e318f",
"metadata": {},
"outputs": [],
"source": [
"# We want to get intersections of greater than 50, and exclude sources that are not involved in those intersections\n",
"# First we'll create a list of sources that are involved in intersections > 50. We can then use this as a filter below.\n",
"sources = []\n",
"groups_gt_50 = (\n",
" df_source_groups.loc[\n",
" # Only groups gt 50\n",
" (df_source_groups[\"total\"] > 50)\n",
" & (df_source_groups[\"number_of_sources\"] > 1)\n",
" ][\"source_group\"]\n",
" .str.split(\"|\")\n",
" .to_list()\n",
")\n",
"# Create a list of sources that are involved in intersections > 50\n",
"for group in groups_gt_50:\n",
" sources.extend(group)\n",
"sources_gt_50 = list(set(sources))"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "b413638c-360c-499d-a514-4f5eec35f48d",
"metadata": {},
"outputs": [],
"source": [
"# Get groups > 50 and single sources that are in the filtered list of sources\n",
"# Keeping in the single sources gives us the sources bar chart on the left edge of the upset chart.\n",
"df_source_groups_filtered = df_source_groups.loc[\n",
" (df_source_groups[\"total\"] > 50)\n",
" & (\n",
" (df_source_groups[\"source_group\"].str.contains(\"|\", regex=False))\n",
" | (df_source_groups[\"source_group\"].isin(sources_gt_50))\n",
" )\n",
"].sort_values(\"total\", ascending=False)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "2ef6204f-3bc9-4485-9816-8ec44d276aac",
"metadata": {},
"outputs": [],
"source": [
"# Prepare data for upset chart\n",
"intersections = from_memberships(\n",
" df_source_groups_filtered.source_group.str.split(\"|\"),\n",
" data=df_source_groups_filtered,\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "d7af1ada-d624-4bd7-b34f-ee72b7fb7c99",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
"text/plain": [
"
"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"# Display the chart\n",
"chart = UpSet(\n",
" intersections,\n",
" sum_over=\"total\",\n",
" min_degree=2,\n",
" show_counts=True,\n",
" sort_by=\"cardinality\",\n",
" intersection_plot_elements=8,\n",
" totals_plot_elements=4,\n",
" facecolor=\"#002984\",\n",
" element_size=35,\n",
")\n",
"# chart.style_subsets(present=[\"AU-ANU:ADBO\"], edgecolor=\"red\", linewidth=2)\n",
"chart"
]
},
{
"cell_type": "markdown",
"id": "eb07bacb-f96a-48a5-b3f8-45a8da964c03",
"metadata": {},
"source": [
"## Overlaps\n",
"\n",
"The intersections data shows us unique combinations of sources, but it'd also be interesting to look at how often pairs of sources overlap across the full range of intersections.\n",
"\n",
"The list of 'edges' we created above contains all the pairs of sources, so we'll start with that and calculate the number of times each pair appears in the identity records."
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "5059275a-bcb6-4bff-98f9-e51a7da8cf82",
"metadata": {},
"outputs": [],
"source": [
"def count_overlaps(sources):\n",
" \"\"\"\n",
" Find the number of records with a given pair of sources.\n",
" The sources parameter is expected to be a list with two source labels.\n",
" \"\"\"\n",
" overlap = df_source_groups.loc[\n",
" (\n",
" df_source_groups[\"source_group\"].str.contains(\n",
" rf\"\\b{sources[0]}(?:\\||$)\", regex=True\n",
" )\n",
" )\n",
" & (\n",
" df_source_groups[\"source_group\"].str.contains(\n",
" rf\"\\b{sources[1]}(?:\\||$)\", regex=True\n",
" )\n",
" )\n",
" ]\n",
" return overlap[\"total\"].sum()"
]
},
{
"cell_type": "markdown",
"id": "4cc33ac6-5b76-458b-8506-f09c10eff04d",
"metadata": {},
"source": [
"Using the function above we can find out how many records contain a given pair of sources, for example..."
]
},
{
"cell_type": "code",
"execution_count": 19,
"id": "d86ecf3c-3ad3-4d57-913a-7ec6229d6150",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"231"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"count_overlaps([\"AU-VU\", \"AU-VU:EOAS\"])"
]
},
{
"cell_type": "markdown",
"id": "7782217b-826f-4af4-94b3-8ae88f4d2b87",
"metadata": {},
"source": [
"Now we'll find the total number of records for each pair in our list of edges."
]
},
{
"cell_type": "code",
"execution_count": 20,
"id": "b6665a0c-74fb-4bdc-85fc-063d0da94e2d",
"metadata": {},
"outputs": [],
"source": [
"overlaps = []\n",
"for edge in edges:\n",
" overlap = count_overlaps(edge)\n",
" # print(f'{\"|\".join(edge)}: {overlap}')\n",
" overlaps.append({\"sources\": \"|\".join(edge), \"total\": overlap})"
]
},
{
"cell_type": "markdown",
"id": "3fdb7a1e-6b04-4ed1-a8c6-0093008860d8",
"metadata": {},
"source": [
"Let's convert to a dataframe and display the highest totals."
]
},
{
"cell_type": "code",
"execution_count": 21,
"id": "169f5cdf-3154-4b7a-99b2-5729fc64c295",
"metadata": {},
"outputs": [],
"source": [
"df_overlaps = pd.DataFrame(overlaps)"
]
},
{
"cell_type": "code",
"execution_count": 22,
"id": "576c4033-87cc-479b-8ccb-e15891db1585",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
"
\n",
"
sources
\n",
"
total
\n",
"
\n",
" \n",
" \n",
"
\n",
"
AU-AIAS|AuCNLKIN
\n",
"
37,573
\n",
"
\n",
"
\n",
"
AU-SAUS|AuCNLKIN
\n",
"
5,213
\n",
"
\n",
"
\n",
"
AU-ANU:ADBO|AuCNLKIN
\n",
"
4,591
\n",
"
\n",
"
\n",
"
AU-NUN:DAAO|AuCNLKIN
\n",
"
3,661
\n",
"
\n",
"
\n",
"
AU-VU:EOAS|AuCNLKIN
\n",
"
3,392
\n",
"
\n",
"
\n",
"
AU-ANU:ADBO|AU-VU:EOAS
\n",
"
1,854
\n",
"
\n",
"
\n",
"
AU-YORCID|AuCNLKIN
\n",
"
1,502
\n",
"
\n",
"
\n",
"
AU-VU:AWR|AuCNLKIN
\n",
"
1,478
\n",
"
\n",
"
\n",
"
AU-ANU:OA|AuCNLKIN
\n",
"
1,160
\n",
"
\n",
"
\n",
"
AU-ANU:ADBO|AU-ANU:OA
\n",
"
1,125
\n",
"
\n",
"
\n",
"
AU-ANU:ADBO|AU-NUN:DAAO
\n",
"
784
\n",
"
\n",
"
\n",
"
AU-VU|AuCNLKIN
\n",
"
771
\n",
"
\n",
"
\n",
"
AU-APAR|AuCNLKIN
\n",
"
654
\n",
"
\n",
"
\n",
"
AU-ANU:ADBO|AU-VU:AWR
\n",
"
617
\n",
"
\n",
"
\n",
"
AU-VPRO|AuCNLKIN
\n",
"
548
\n",
"
\n",
"
\n",
"
AU-ANU:ADBO|AU-SAUS
\n",
"
439
\n",
"
\n",
"
\n",
"
AU-AIAS|AU-SAUS
\n",
"
428
\n",
"
\n",
"
\n",
"
AU-NAMC|AuCNLKIN
\n",
"
384
\n",
"
\n",
"
\n",
"
AU-NMUS:CAN|AuCNLKIN
\n",
"
289
\n",
"
\n",
"
\n",
"
AU-ANU:OA|AU-VU:EOAS
\n",
"
282
\n",
"
\n",
"
\n",
"
AU-ANU:ADBO|AU-APAR
\n",
"
265
\n",
"
\n",
"
\n",
"
AU-APAR|AU-APAR:S
\n",
"
237
\n",
"
\n",
"
\n",
"
AU-ANU:ADBO|AU-VU
\n",
"
236
\n",
"
\n",
"
\n",
"
AU-AIAS|AU-NUN:DAAO
\n",
"
236
\n",
"
\n",
"
\n",
"
AU-VU|AU-VU:EOAS
\n",
"
231
\n",
"
\n",
" \n",
"
\n"
],
"text/plain": [
""
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df_overlaps.sort_values(\"total\", ascending=False)[:25].style.hide().format(\n",
" thousands=\",\"\n",
").bar(subset=[\"total\"], color=\"#aab6fe\").set_properties(\n",
" subset=[\"total\"], **{\"width\": \"400px\"}\n",
")"
]
},
{
"cell_type": "markdown",
"id": "d049aa0d-5e87-4f95-a4cc-33ab724f03e5",
"metadata": {},
"source": [
"Not surprisingly, 'AuCNLKIN' (Libraries Australia) appears in most of the pairs. To see the overlaps between other sources more easily, lets exclude the pairs that include Libraries Australia."
]
},
{
"cell_type": "code",
"execution_count": 23,
"id": "ceb0bed6-6738-428f-982e-12b67421a0fa",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"