Determine minmal path sets by connectivity matrix

[Sadeq]

The attached file illustrate the method
I didnt understand this actually from lecture,and i try to search inside books but also didnt find any thing.
The notes are brief so u can't get complete understanding
So anyone could help me find relevant resources or such one example only to get the idea
Thank you in advance

 

[Sadeq]

please is there any reference that may help

 

[Sadeq]

Any help please

 

[haruspex]

Sadeq, there's something strange about that PDF. It comes out misoriented 90 degrees, takes ages to display, and has chunks of text missing.

 

[CellCoree]

I understand your struggle in trying to understand this concept. Connectivity matrix is a mathematical representation of a network or system, where each element represents the connection between two nodes. In this case, the minimal path sets refer to the shortest possible paths between any two nodes in the network.

To determine the minimal path sets, you can use an algorithm called Dijkstra's algorithm. This algorithm works by iteratively finding the shortest paths from a starting node to all other nodes in the network. The end result is a list of minimal path sets, which are the shortest paths between any two nodes in the network.

To better understand this concept, I recommend looking for resources on graph theory and network analysis. These topics are closely related to the concept of connectivity matrix and minimal path sets. Additionally, you can also search for examples or tutorials on Dijkstra's algorithm to get a better understanding of how it works.

I hope this helps you in understanding the concept of determining minimal path sets by connectivity matrix. If you need further assistance, don't hesitate to reach out to your professor or colleagues for clarification. Good luck with your studies!