How to model the following statement in MATLAB ?

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charu shree 2023-4-25

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评论： Pratham Shah 2023-4-30

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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);

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charu shree 2023-4-27

编辑：charu shree 2023-4-28

@Pratham ShahThank u for ur response. I am sharing the details of this problem below:

I am working on a wireless network as shown in the diagram.

It consists of total 8 nodes, out of which the 8th node is the final node and others are intermediate nodes.

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?

Any help in this regard is highly appreciated.

Pratham Shah 2023-4-30

Hi @charu shree I have a few questions.

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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