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Graph as an Abstract Data Type (ADT)
As discussed earlier in the course, an abstract data type (ADT) is a theoretical concept that defines a set of operations and their behavior without specifying the internal representation of the data or the algorithms used to implement those operations. It provides a high-level description of the data and the functions that can be performed on it.
Here are some of the operations can be performed on graphs:
- Adding a new vertex
- Removing a vertex
- Adding an edge between two vertices
- Removing an edge between two vertices
- Getting a list of all the vertices 6
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senthil kumar
· 2 years ago
Note :- Had obtained this explaination from Co-Pilot, Hence kindly double check before grasping it blindly
The Pair class in this code is used to represent an edge in the graph. Each edge is a pair of vertices, and the Pair class is a convenient way to group these two vertices together.
While it's true that you can use a List<Integer> to represent the adjacency list of a vertex, it's not as convenient or intuitive to use a List<Integer> to represent an edge. An edge is a connection between two specific vertices, and the order of the vertices matters. A Pair makes it clear that you're dealing with two specific, ordered items.
Let's consider an example. Suppose you have a graph with vertices 1, 2, and 3, and edges (1, 2) and (2, 3). The adjacency list representation of th
solomononaiwu
· 2 years ago
public void addEdge(int vertex1, int vertex2) { adjacencyList.get(vertex1).add(vertex2); adjacencyList.get(vertex2).add(vertex1); }
There is no check here to know if the vertex exists or not.
should be
public void addEdge(int vertex1, int vertex2) {
if( !adjacencyList.containsKey(vertex1) ){
adjacencyList.put(vertex1,new ArrayList());
}
adjacencyList.get(vertex1).add(vertex2);
if( !adjacencyList.containsKey(vertex2) ){
adjacencyList.put(vertex2,new ArrayList());
}
adjacencyList.get(vertex2).add(vertex1); }