GeoGraphPlot

GeoGraphPlot[{e1,e2,…}]

generates a plot of the geographic graph with edges ei.

GeoGraphPlot[{v1,v2,…},{e1,e2,…}]

generates a plot with vertices vi and edges ej.

GeoGraphPlot[{vi vj ,…}]

uses rules vivj to specify the graph.

GeoGraphPlot[g]

displays the graph g with vertices at geographic locations on a map.

GeoGraphPlot[{…,w[ei],…}]

plots ei with features defined by the symbolic wrapper w.

Details and Options

Examples

open allclose all

Basic Examples  (3)

Plot a graph of cities in Europe:

Use driving directions to compute the edges between cities:

The nearest neighbor graph for large cities in Illinois:

Scope  (29)

Data  (6)

Use geo entities as the vertices in a graph:

Use geo locations as the vertices in a graph:

Use directed edges to specify the graph:

Construct a network of international air routes:

Use geo-tagged images as graph vertices:

Use VertexCoordinates to position vertices:

Labeling  (5)

Use Labeled to label a particular edge:

Specify edge labels with the EdgeLabels option:

Label all the vertices:

Use Labeled to label a specific vertex:

Use VertexLabels to label a specific vertex:

Edge and Vertex Wrappers  (6)

Apply a tooltip to Paris:

Give colors for specific vertices:

Specify colors for specific edges:

Set actions by wrapping specific vertices:

Attach a Hyperlink to a specific edge:

Apply wrappers to vertices and edges:

Graph Styling  (12)

Style individual edges:

Style all edges:

Set the style for all vertex labels:

Color specific vertices:

Plot a directed graph:

Specify a GraphLayout:

Use a map of the world's coastlines for the background:

Use the orthographic projection for the map:

Use GeoRangePaddingNone to remove padding:

Use 350 kilometers of padding on each side of the map:

Show parallels and meridians:

Specify the spacing between them:

Specify parallel and meridians rendering:

Options  (31)

EdgeLabels  (6)

Label each edge with its index in the edge list:

Label each edge with its name:

Label each edge with its weight, in this case corresponding to the distance between vertices:

Label specific edges in a graph:

Use a tooltip to label the edge between Rome and Milan:

Place a label most of the way from Rome to Milan:

Position the bottom-left corner of the label at the edge position:

EdgeLabelStyle  (2)

Set the style for all edge labels:

Specify the style for individual vertex labels:

EdgeStyle  (1)

Style all edges:

GeoBackground  (1)

Use a vector map style as geo background:

GeoCenter  (1)

Plot a nearest US cities graph centered at the current location:

GeoGridLines  (1)

Show parallel and meridians:

GeoGridLinesStyle  (1)

Specify parallel and meridians rendering:

GeoModel  (1)

Use Mars as the reference body:

GeoProjection  (1)

Use the Mercator projection for the map:

Orthographic:

Lambert azimuthal:

GeoRange  (2)

Specify the region to show:

Specify the corners of the geo range as geo positions:

GeoRangePadding  (2)

Use GeoRangePaddingNone to remove padding:

Use 350 kilometers of padding on each side of the map:

GraphLayout  (2)

Use geodesics as edges:

Use a transportation method as edges:

PlotTheme  (1)

Use a plot theme:

VertexCoordinates  (2)

Use VertexCoordinates to locate vertices:

Use VertexCoordinates to specify the location of a vertex:

VertexLabels  (2)

Label all vertices with the geo entity name:

Label individual vertices:

VertexLabelStyle  (2)

Set the style for all vertex labels:

Specify the style for individual vertex labels:

VertexShape  (1)

Use custom shapes for vertices:

Use images for vertices:

VertexSize  (1)

Use named sizes for the vertices:

VertexStyle  (1)

Set the style for all vertices:

Applications  (7)

A company is planning a fiber network for a number of Chicago suburbs. It only has the right of way for its fiber along certain corridors. Some of those corridors might be more expensive. Find the subgraph of connection corridors that connect every suburb with the lowest total cost:

Compute and plot the most cost effective way of connecting all the cities:

Show Chicago, Illinois, and the connections to its sister cities:

Visualize trade between countries:

Create a network between the largest cities in the United States:

Show the network:

Plot the friend graph for a Twitter account:

Find all the friends of friends of Stephen Wolfram in Twitter:

Construct the connectivity information:

Get the location information for the people in the network:

Plot the spread of languages around the world:

For each language spoken by more than 1 million people in a country, create an edge from the country of origin for that language:

Plot the USA Electric System Operating Network:

Properties & Relations  (10)

Use GraphPlot for non-geographic networks:

Use GeoGraphValuePlot to show the values on geographic networks:

Use GeoListPlot to show the locations of geographic locations and entities:

Use GeoBubbleChart to show values with scaled bubbles:

Use GeoRegionValuePlot to show values with colored regions:

Use GeoHistogram to aggregate locations into bins:

Use GeoSmoothHistogram to generate smooth densities from locations:

Use GeoVectorPlot and GeoStreamPlot for vector fields:

Draw contours on a map with GeoContourPlot:

Smoothly shade a map using color with GeoDensityPlot:

Wolfram Research (2021), GeoGraphPlot, Wolfram Language function, https://reference.wolfram.com/language/ref/GeoGraphPlot.html.

Text

Wolfram Research (2021), GeoGraphPlot, Wolfram Language function, https://reference.wolfram.com/language/ref/GeoGraphPlot.html.

CMS

Wolfram Language. 2021. "GeoGraphPlot." Wolfram Language & System Documentation Center. Wolfram Research. https://reference.wolfram.com/language/ref/GeoGraphPlot.html.

APA

Wolfram Language. (2021). GeoGraphPlot. Wolfram Language & System Documentation Center. Retrieved from https://reference.wolfram.com/language/ref/GeoGraphPlot.html

BibTeX

@misc{reference.wolfram_2024_geographplot, author="Wolfram Research", title="{GeoGraphPlot}", year="2021", howpublished="\url{https://reference.wolfram.com/language/ref/GeoGraphPlot.html}", note=[Accessed: 21-December-2024 ]}

BibLaTeX

@online{reference.wolfram_2024_geographplot, organization={Wolfram Research}, title={GeoGraphPlot}, year={2021}, url={https://reference.wolfram.com/language/ref/GeoGraphPlot.html}, note=[Accessed: 21-December-2024 ]}