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verticapy.sql.geo.intersect

verticapy.sql.geo.intersect(vdf: str | vDataFrame, index: str, gid: str, g: str | None = None, x: str | None = None, y: str | None = None) → vDataFrame

Spatially intersects a point or points with a set of polygons.

Parameters

vdf: SQLRelation

vDataFrame used to compute the spatial join.

index: str

Name of the index.

gid: str

An integer column or integer that uniquely identifies the spatial object(s) of g or x and y.

g: str, optional

A geometry or geography (WGS84) column that contains points. The g column can contain only point geometries or geographies.

x: str, optional

x-coordinate or longitude.

y: str, optional

y-coordinate or latitude.

Returns

vDataFrame

object containing the result of the intersection.

Examples

For this example, we will use the Cities and World dataset.

import verticapy.datasets as vpd

cities = vpd.load_cities()
world = vpd.load_world()

	Abc city Varchar(82)	Abc Long varchar(2411724)
1	Abidjan
2	Abu Dhabi
3	Abuja
4	Accra
5	Addis Ababa
6	Algiers
7	Amman
8	Amsterdam
9	Andorra
10	Ankara
11	Antananarivo
12	Apia
13	Ashgabat
14	Asmara
15	Astana
16	Asuncion
17	Athens
18	Baghdad
19	Baku
20	Bamako
21	Bandar Seri Begawan
22	Bangkok
23	Bangui
24	Banjul
25	Basseterre
26	Beijing
27	Beirut
28	Belgrade
29	Belmopan
30	Berlin
31	Bern
32	Bishkek
33	Bissau
34	Bloemfontein
35	Bogota
36	Brasilia
37	Bratislava
38	Brazzaville
39	Bridgetown
40	Brussels
41	Bucharest
42	Budapest
43	Buenos Aires
44	Bujumbura
45	Cairo
46	Canberra
47	Cape Town
48	Caracas
49	Castries
50	Chisinau
51	Colombo
52	Conakry
53	Cotonou
54	Dakar
55	Damascus
56	Dar es Salaam
57	Dhaka
58	Dili
59	Djibouti
60	Doha
61	Dublin
62	Dushanbe
63	Freetown
64	Funafuti
65	Gaborone
66	Georgetown
67	Guatemala
68	Hanoi
69	Harare
70	Hargeysa
71	Havana
72	Helsinki
73	Honiara
74	Islamabad
75	Jakarta
76	Jerusalem
77	Johannesburg
78	Juba
79	Kabul
80	Kampala
81	Kathmandu
82	Khartoum
83	Kiev
84	Kigali
85	Kingston
86	Kingstown
87	Kinshasa
88	Kuala Lumpur
89	Kuwait
90	København
91	La Paz
92	Libreville
93	Lilongwe
94	Lima
95	Lisbon
96	Ljubljana
97	Lome
98	London
99	Luanda
100	Lusaka

Rows: 1-100 | Columns: 2

	123 pop_est Integer	Abc continent Varchar(32)	Abc country Varchar(82)	Abc Long varchar(2411724)
1	140	Seven seas (open ocean)	Fr. S. Antarctic Lands
2	2931	South America	Falkland Is.
3	4050	Antarctica	Antarctica
4	57713	North America	Greenland
5	265100	Asia	N. Cyprus
6	279070	Oceania	New Caledonia
7	282814	Oceania	Vanuatu
8	329988	North America	Bahamas
9	339747	Europe	Iceland
10	360346	North America	Belize
11	443593	Asia	Brunei
12	591919	South America	Suriname
13	594130	Europe	Luxembourg
14	603253	Africa	W. Sahara
15	642550	Europe	Montenegro
16	647581	Oceania	Solomon Is.
17	737718	South America	Guyana
18	758288	Asia	Bhutan
19	778358	Africa	Eq. Guinea
20	865267	Africa	Djibouti
21	920938	Oceania	Fiji
22	1218208	North America	Trinidad and Tobago
23	1221549	Asia	Cyprus
24	1251581	Europe	Estonia
25	1291358	Asia	Timor-Leste
26	1467152	Africa	eSwatini
27	1772255	Africa	Gabon
28	1792338	Africa	Guinea-Bissau
29	1895250	Europe	Kosovo
30	1944643	Europe	Latvia
31	1958042	Africa	Lesotho
32	1972126	Europe	Slovenia
33	2051363	Africa	Gambia
34	2103721	Europe	Macedonia
35	2214858	Africa	Botswana
36	2314307	Asia	Qatar
37	2484780	Africa	Namibia
38	2823859	Europe	Lithuania
39	2875422	Asia	Kuwait
40	2990561	North America	Jamaica
41	3045191	Asia	Armenia
42	3047987	Europe	Albania
43	3068243	Asia	Mongolia
44	3351827	North America	Puerto Rico
45	3360148	South America	Uruguay
46	3424386	Asia	Oman
47	3474121	Europe	Moldova
48	3500000	Africa	Somaliland
49	3753142	North America	Panama
50	3758571	Africa	Mauritania
51	3856181	Europe	Bosnia and Herz.
52	4292095	Europe	Croatia
53	4510327	Oceania	New Zealand
54	4543126	Asia	Palestine
55	4689021	Africa	Liberia
56	4926330	Asia	Georgia
57	4930258	North America	Costa Rica
58	4954674	Africa	Congo
59	5011102	Europe	Ireland
60	5320045	Europe	Norway
61	5351277	Asia	Turkmenistan
62	5445829	Europe	Slovakia
63	5491218	Europe	Finland
64	5605948	Europe	Denmark
65	5625118	Africa	Central African Rep.
66	5789122	Asia	Kyrgyzstan
67	5918919	Africa	Eritrea
68	6025951	North America	Nicaragua
69	6072475	Asia	United Arab Emirates
70	6163195	Africa	Sierra Leone
71	6172011	North America	El Salvador
72	6229794	Asia	Lebanon
73	6653210	Africa	Libya
74	6909701	Oceania	Papua New Guinea
75	6943739	South America	Paraguay
76	7101510	Europe	Bulgaria
77	7111024	Europe	Serbia
78	7126706	Asia	Laos
79	7531386	Africa	Somalia
80	7965055	Africa	Togo
81	8236303	Europe	Switzerland
82	8299706	Asia	Israel
83	8468555	Asia	Tajikistan
84	8754413	Europe	Austria
85	9038741	North America	Honduras
86	9549747	Europe	Belarus
87	9850845	Europe	Hungary
88	9960487	Europe	Sweden
89	9961396	Asia	Azerbaijan
90	10248069	Asia	Jordan
91	10646714	North America	Haiti
92	10674723	Europe	Czechia
93	10734247	North America	Dominican Rep.
94	10768477	Europe	Greece
95	10839514	Europe	Portugal
96	11038805	Africa	Benin
97	11138234	South America	Bolivia
98	11147407	North America	Cuba
99	11403800	Africa	Tunisia
100	11466756	Africa	Burundi

Rows: 1-100 | Columns: 4

Note

VerticaPy offers a wide range of sample datasets that are ideal for training and testing purposes. You can explore the full list of available datasets in the Datasets, which provides detailed information on each dataset and how to use them effectively. These datasets are invaluable resources for honing your data analysis and machine learning skills within the VerticaPy environment.

Let’s preprocess the datasets by extracting latitude and longitude values and creating an index.

world["id"] = "ROW_NUMBER() OVER(ORDER BY country, pop_est)"
display(world)

cities["id"] = "ROW_NUMBER() OVER (ORDER BY city)"
cities["lat"] = "ST_X(geometry)"
cities["lon"] = "ST_Y(geometry)"
display(cities)

	123 pop_est Int 100%	...	🌎 Geometry(1048576) 100%	123 id Integer 100%
1	34124811	...		1
2	3047987	...		2
3	40969443	...		3
4	29310273	...		4
5	4050	...		5
6	44293293	...		6
7	3045191	...		7
8	23232413	...		8
9	8754413	...		9
10	9961396	...		10
11	329988	...		11
12	157826578	...		12
13	9549747	...		13
14	11491346	...		14
15	360346	...		15
16	11038805	...		16
17	758288	...		17
18	11138234	...		18
19	3856181	...		19
20	2214858	...		20

	Abc city Varchar(82) 100%	...	🌎 lat Float(22) 100%	🌎 lon Float(22) 100%
1	Abidjan	...	-4.04199411850709	5.32194282609856
2	Abu Dhabi	...	54.366593382592	24.4666835723799
3	Abuja	...	7.53138214293233	9.0852790077542
4	Accra	...	-0.218661598960694	5.55198046444593
5	Addis Ababa	...	38.6980585753487	9.03525622129575
6	Algiers	...	3.04860667090924	36.7650106566281
7	Amman	...	35.9313540668741	31.9519711058275
8	Amsterdam	...	4.91469431740097	52.3519145466644
9	Andorra	...	1.51648596050552	42.5000014435459
10	Ankara	...	32.8624457823566	39.9291844440755
11	Antananarivo	...	47.5146780415299	-18.9146914920322
12	Apia	...	-171.738641608603	-13.8415450424484
13	Ashgabat	...	58.3832991117746	37.949994933111
14	Asmara	...	38.9333235257593	15.3333392526819
15	Astana	...	71.427774209483	51.1811253042576
16	Asuncion	...	-57.6434510279013	-25.2944571170577
17	Athens	...	23.7313752256794	37.9852720905523
18	Baghdad	...	44.3919229145641	33.3405943561586
19	Baku	...	49.8602713032578	40.397217891343
20	Bamako	...	-8.0019849632497	12.6519605263233

Let’s create the geo-index.

from verticapy.sql.geo import create_index

create_index(world, "id", "geometry", "world_polygons", True)

	Abc type Varchar(20)	...	123 max_y Float(22)	Abc info Varchar(500)
1	GEOMETRY	...	83.64513

Let’s calculate the intersection between the cities and the various countries by using the GEOMETRY data type.

from verticapy.sql.geo import intersect

intersect(cities, "world_polygons", "id", "geometry")

	123 point_id Integer 100%	123 polygon_gid Integer 100%
1	26	32
2	27	89
3	28	137
4	29	15
5	30	60
6	31	151
7	32	86
8	106	114
9	108	126
10	109	106
11	110	90
12	111	177
13	186	160
14	187	103
15	188	9
16	190	78
17	192	9
18	33	66
19	34	144
20	35	33

The same can be done using directly the longitude and latitude.

intersect(cities, "world_polygons", "id", x="lat", y="lon")

	123 point_id Integer 100%	123 polygon_gid Integer 100%
1	1	40
2	2	165
3	3	116
4	4	61
5	5	51
6	6	3
7	7	81
8	8	111
9	81	110
10	82	148
11	83	164
12	84	133
13	85	79
14	87	41
15	88	98
16	161	78
17	162	47
18	163	174
19	164	31
20	165	44

Note

For geospatial functions, Vertica utilizes indexing to expedite computations, especially considering the potentially extensive size of polygons. This is a unique optimization approach employed by Vertica in these scenarios.