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| Property | Value |
|---|---|
| URL | https://pypi.org/project/bellmanford/ |
| Last Crawled | 2026-03-11 01:37:02 (29 days ago) |
| First Indexed | 2017-05-27 07:11:10 (8 years ago) |
| HTTP Status Code | 200 |
| Meta Title | bellmanford · PyPI |
| Meta Description | Small extensions of the Bellman-Ford routines in NetworkX, primarily for convenience (https://networkx.github.io). |
| Meta Canonical | null |
| Boilerpipe Text | This package provides a few small extensions of the Bellman-Ford
routines in
NetworkX
, primarily for
convenience.
Installation
bellmanford
is available on PyPI:
pip
install
bellmanford
Usage
bellman_ford
length
,
nodes
,
negative_cycle
=
bellman_ford
(
G
,
source
,
target
,
weight
=
'weight'
)
Compute shortest path and shortest path lengths between a source node
and target node in weighted graphs using the Bellman-Ford algorithm.
Parameters
G
: NetworkX graph
pred
: dict - Keyed by node to predecessor in the path
dist
: dict - Keyed by node to the distance from the source
source
: node label - Source node
target
: node label - Target node
weight
: string - Edge data key corresponding to the edge weight
Returns
length
: numeric - Length of a negative cycle if one exists.
Otherwise, length of a shortest path. Length is
inf
if
source
and
target
are not connected.
nodes
: list - Nodes in a negative edge cycle (in order) if one
exists. Otherwise nodes in a shortest path. List is empty if
source
and
target
are not connected.
negative_cycle
: bool -
True
if a negative edge cycle exists,
otherwise
False
.
Examples
>>>
import
networkx
as
nx
>>>
G
=
nx
.
path_graph
(
5
,
create_using
=
nx
.
DiGraph
())
>>>
bf
.
bellman_ford
(
G
,
source
=
0
,
target
=
4
)
(
3
,
[
1
,
2
,
3
,
4
],
False
)
negative_edge_cycle
length
,
nodes
,
negative_cycle
=
negative_edge_cycle
(
G
,
weight
=
'weight'
)
If there is a negative edge cycle anywhere in
G
, returns
True
.
Also returns the total weight of the cycle and the nodes in the cycle.
Parameters
G
: NetworkX graph
weight
: string, optional (default =
'weight'
) - Edge data
key corresponding to the edge weight
Returns
length
: numeric - Length of a negative edge cycle if one exists,
otherwise
None
.
nodes
: list - Nodes in a negative edge cycle (in order) if one
exists, otherwise
None
.
negative_cycle
: bool -
True
if a negative edge cycle exists,
otherwise
False
.
Examples
>>>
import
networkx
as
nx
>>>
import
bellmanford
as
bf
>>>
G
=
nx
.
cycle_graph
(
5
,
create_using
=
nx
.
DiGraph
())
>>>
print
(
bf
.
negative_edge_cycle
(
G
))
(
None
,
[],
False
)
>>>
G
[
1
][
2
][
'weight'
]
=
-
7
>>>
print
(
bf
.
negative_edge_cycle
(
G
))
(
-
3
,
[
4
,
0
,
1
,
2
,
3
,
4
],
True
) |
| Markdown | [Skip to main content](https://pypi.org/project/bellmanford/#content)
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# bellmanford 0.2.1
pip install bellmanford Copy PIP instructions
[Latest version](https://pypi.org/project/bellmanford/)
Released: May 7, 2018
Small extensions of the Bellman-Ford routines in NetworkX, primarily for convenience (https://networkx.github.io).
### Navigation
- [Project description](https://pypi.org/project/bellmanford/#description)
- [Release history](https://pypi.org/project/bellmanford/#history)
- [Download files](https://pypi.org/project/bellmanford/#files)
### Verified details
*These details have been [verified by PyPI](https://docs.pypi.org/project_metadata/#verified-details)*
###### Maintainers
[ nelsonuhan](https://pypi.org/user/nelsonuhan/)
### Unverified details
*These details have **not** been verified by PyPI*
###### Project links
- [Homepage](https://github.com/nelsonuhan/bellmanford)
###### Meta
- **License:** BSD
- **Author:** [Nelson Uhan](mailto:nelson@uhan.me)
[Report project as malware](https://pypi.org/project/bellmanford/submit-malware-report/)
- [Project description](https://pypi.org/project/bellmanford/#description)
- [Project details](https://pypi.org/project/bellmanford/#data)
- [Release history](https://pypi.org/project/bellmanford/#history)
- [Download files](https://pypi.org/project/bellmanford/#files)
## Project description
This package provides a few small extensions of the Bellman-Ford routines in [NetworkX](https://networkx.github.io/), primarily for convenience.
## Installation
bellmanford is available on PyPI:
```
pip install bellmanford
```
## Usage
### bellman\_ford
```
length, nodes, negative_cycle = bellman_ford(G, source, target, weight='weight')
```
Compute shortest path and shortest path lengths between a source node and target node in weighted graphs using the Bellman-Ford algorithm.
#### Parameters
- G : NetworkX graph
- pred : dict - Keyed by node to predecessor in the path
- dist : dict - Keyed by node to the distance from the source
- source: node label - Source node
- target: node label - Target node
- weight : string - Edge data key corresponding to the edge weight
#### Returns
- length : numeric - Length of a negative cycle if one exists. Otherwise, length of a shortest path. Length is inf if source and target are not connected.
- nodes : list - Nodes in a negative edge cycle (in order) if one exists. Otherwise nodes in a shortest path. List is empty if source and target are not connected.
- negative\_cycle : bool - True if a negative edge cycle exists, otherwise False.
#### Examples
```
>>> import networkx as nx
>>> G = nx.path_graph(5, create_using = nx.DiGraph())
>>> bf.bellman_ford(G, source=0, target=4)
(3, [1, 2, 3, 4], False)
```
### negative\_edge\_cycle
```
length, nodes, negative_cycle = negative_edge_cycle(G, weight='weight')
```
If there is a negative edge cycle anywhere in G, returns True. Also returns the total weight of the cycle and the nodes in the cycle.
#### Parameters
- G : NetworkX graph
- weight : string, optional (default = 'weight') - Edge data key corresponding to the edge weight
#### Returns
- length : numeric - Length of a negative edge cycle if one exists, otherwise None.
- nodes : list - Nodes in a negative edge cycle (in order) if one exists, otherwise None.
- negative\_cycle : bool - True if a negative edge cycle exists, otherwise False.
#### Examples
```
>>> import networkx as nx
>>> import bellmanford as bf
>>> G = nx.cycle_graph(5, create_using = nx.DiGraph())
>>> print(bf.negative_edge_cycle(G))
(None, [], False)
>>> G[1][2]['weight'] = -7
>>> print(bf.negative_edge_cycle(G))
(-3, [4, 0, 1, 2, 3, 4], True)
```
## Project details
### Verified details
*These details have been [verified by PyPI](https://docs.pypi.org/project_metadata/#verified-details)*
###### Maintainers
[ nelsonuhan](https://pypi.org/user/nelsonuhan/)
### Unverified details
*These details have **not** been verified by PyPI*
###### Project links
- [Homepage](https://github.com/nelsonuhan/bellmanford)
###### Meta
- **License:** BSD
- **Author:** [Nelson Uhan](mailto:nelson@uhan.me)
## Release history [Release notifications](https://pypi.org/help/#project-release-notifications) \| [RSS feed](https://pypi.org/rss/project/bellmanford/releases.xml)
This version

[0\.2.1 May 7, 2018](https://pypi.org/project/bellmanford/0.2.1/)

[0\.1.2 Aug 3, 2017](https://pypi.org/project/bellmanford/0.1.2/)

[0\.1.1 Jan 26, 2017](https://pypi.org/project/bellmanford/0.1.1/)

[0\.1 Jan 12, 2017](https://pypi.org/project/bellmanford/0.1/)
## Download files
Download the file for your platform. If you're not sure which to choose, learn more about [installing packages](https://packaging.python.org/tutorials/installing-packages/ "External link").
### Source Distribution
[bellmanford-0.2.1.tar.gz](https://files.pythonhosted.org/packages/ea/2b/2c483bdd3c07af70e5ae1a85183f40c980e25b98ac16eb122202cc9a8b18/bellmanford-0.2.1.tar.gz) (5.2 kB [view details](https://pypi.org/project/bellmanford/#bellmanford-0.2.1.tar.gz))
Uploaded May 7, 2018 `Source`
## File details
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### File metadata
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| Readable Markdown | This package provides a few small extensions of the Bellman-Ford routines in [NetworkX](https://networkx.github.io/), primarily for convenience.
## Installation
bellmanford is available on PyPI:
```
pip install bellmanford
```
## Usage
### bellman\_ford
```
length, nodes, negative_cycle = bellman_ford(G, source, target, weight='weight')
```
Compute shortest path and shortest path lengths between a source node and target node in weighted graphs using the Bellman-Ford algorithm.
#### Parameters
- G : NetworkX graph
- pred : dict - Keyed by node to predecessor in the path
- dist : dict - Keyed by node to the distance from the source
- source: node label - Source node
- target: node label - Target node
- weight : string - Edge data key corresponding to the edge weight
#### Returns
- length : numeric - Length of a negative cycle if one exists. Otherwise, length of a shortest path. Length is inf if source and target are not connected.
- nodes : list - Nodes in a negative edge cycle (in order) if one exists. Otherwise nodes in a shortest path. List is empty if source and target are not connected.
- negative\_cycle : bool - True if a negative edge cycle exists, otherwise False.
#### Examples
```
>>> import networkx as nx
>>> G = nx.path_graph(5, create_using = nx.DiGraph())
>>> bf.bellman_ford(G, source=0, target=4)
(3, [1, 2, 3, 4], False)
```
### negative\_edge\_cycle
```
length, nodes, negative_cycle = negative_edge_cycle(G, weight='weight')
```
If there is a negative edge cycle anywhere in G, returns True. Also returns the total weight of the cycle and the nodes in the cycle.
#### Parameters
- G : NetworkX graph
- weight : string, optional (default = 'weight') - Edge data key corresponding to the edge weight
#### Returns
- length : numeric - Length of a negative edge cycle if one exists, otherwise None.
- nodes : list - Nodes in a negative edge cycle (in order) if one exists, otherwise None.
- negative\_cycle : bool - True if a negative edge cycle exists, otherwise False.
#### Examples
```
>>> import networkx as nx
>>> import bellmanford as bf
>>> G = nx.cycle_graph(5, create_using = nx.DiGraph())
>>> print(bf.negative_edge_cycle(G))
(None, [], False)
>>> G[1][2]['weight'] = -7
>>> print(bf.negative_edge_cycle(G))
(-3, [4, 0, 1, 2, 3, 4], True)
``` |
| Shard | 59 (laksa) |
| Root Hash | 7813724874982801459 |
| Unparsed URL | org,pypi!/project/bellmanford/ s443 |