BellmanFord | Python - implementation of Bellman-Ford Algorithm
kandi X-RAY | BellmanFord Summary
kandi X-RAY | BellmanFord Summary
james lin jl3782 csee 4119 - computer networks programming assignment 2. description: this program implements the bellman-ford algorithm on distance vectors as described in class. it makes use of udp to simulate the transfer of packets between routers. the routing packets are structured in normal string format. more specifically, they contain the source host, the type of packet it is, and potentially a payload depending on the type of packet. these are delimited by '&' and the payload, typically a neighbor's routing information, is delimited by '/'. these are stored in a routing table, which consists of a python dictionary in which each key is the neighbor's ip address and local port and the value for each key is a list with the appropriate routing information. each piece of routing information is a tuple, which contains the destination location, cost, and next hop. on top of this layer is a transport layer, which allows
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Top functions reviewed by kandi - BETA
- main entry point .
- handle incoming packet
- This method is used to update paths .
- Sends a timeout to all neighbors
- Change the active neighbor .
- Changes the neighbor value
- Restore a neighbor link .
- Return the string representation of this IP address .
- Destroy a neighbor link .
- Send a packet to destination .
BellmanFord Key Features
BellmanFord Examples and Code Snippets
Community Discussions
Trending Discussions on BellmanFord
QUESTION
I am trying to use timeit to time two algorithms I have implemented, but I need to construct a graph object and don't want to sort graphs that are already sorted (for time accuracy).
This is the best attempt I have so far at separating the setup from the actual timing. Later I want to call ShortestPathAlgorithm()
with no arguments and print the results in a table to a txt file, so I believe the format has to be something like this. With everything being completed inside the shortestPathAlgorithm
Function.
Can anyone give any pointers on how to do all of this in the nested functions?
...ANSWER
Answered 2022-Mar-26 at 19:33Your understanding is correct. However, there are some issues that could be improved.
Firstly, you usually want to measure only one algorithm at a time. If you measure each algorithm separately you can compare the two and get more accurate data. Also, I would stick to measuring it on the same graph multiple times and then average the time to get one more accurate (you can use copy.deepcopy()
to make duplicates of the graph). Then do this on each of the graphs you have. Since each algorithm may be more efficient on different types of graphs (you would lose this information completely if measured as you propose).
Secondly, since timeit
can repeat the measured operation multiple times but the setup is done only once before any measurement starts (see the docs) you would measure the algorithm on already traversed (or sorted as you put it) graphs. Which you correctly point out.
As a solution, I suggest manually timing the runs using the time.perf_counter_ns()
. The code for measuring the bellmanFord algorithm could look as such:
QUESTION
In XCode it says:Thread 1: EXC_BAD_ACCESS (code=1, address=0x3c000003e7)
...ANSWER
Answered 2020-Apr-23 at 12:51An array is not a pointer, and no amount of casting can change that fact.
*(g+i)
(i.e. g[i]
) is m[i]
, which is an int[7]
, not an int*
.
When you interpret its first elements as an address, hilarity ensues.
You need to start with an array of pointers, since that can be converted to a pointer to a pointer.
With minimal changes to your code, it might look like this:
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Install BellmanFord
You can use BellmanFord like any standard Python library. You will need to make sure that you have a development environment consisting of a Python distribution including header files, a compiler, pip, and git installed. Make sure that your pip, setuptools, and wheel are up to date. When using pip it is generally recommended to install packages in a virtual environment to avoid changes to the system.
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