How to model the following statement in MATLAB ?
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Hello all, I am considering the following Graph.
We can see that there are 8 nodes, out of which the 8th node is the final node and others are intermediate nodes.
The main aim in this is to design a algorithm for transmitting a packet with minimum delay toward the final node. And so for holding the packets, the queue will exist at each node. The number of new packet arrival at a particular node is assumed to be binomially distributed.
My query is how can I declare the packet arrival as binomial distribution with parameters n and p in MATLAB. And also what should be the length of queue?
Also, I am not getting what exactly does n denotes in this particular scenario ?
Any help in this regard will be highly appreciated.
sr = [1,2,2,2,3,3,3,4,5]; % various possible S-BS
ta = [2,3,6,8,6,4,7,6,6]; % various possible targets
G = graph(sr,ta); % models the Graph
plot (G);
6 件のコメント
Pratham Shah
2023 年 4 月 30 日
- Is there any fixed node which will generate the packets?
- If any node can generate the packet, will it broadcast the packet to all its connecting node?
Answering to your question about queue length, I suppose it should depend on the processing delay at each router and packet generation rate. If proper formulation of binomial distribution is available the optimal path can be determined.
PS: I'm quite weak at Computer Networks!! :(
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