Constructing Minimum Spanning Trees

Any traversal of a connected, undirected graph visits all the vertices in that graph. The set of edges which are traversed during a traversal forms a spanning tree. Fig. Graph G

For example, This Fig shows the spanning tree obtained from a breadth-first traversal starting at vertex b. Breadth-first spanning tree of G rooted at b

Similarly, This Fig shows the spanning tree obtained from a depth-first traversal starting at vertex c. Depth-first spanning tree of G rooted at c

Following are some of the areas in Minimum Spanning Tree in which we provide assignment and homework help:

• Constructing Minimum Spanning Trees
• What is a Minimum-Cost Spanning Tree
• Applications of Minimum-Cost Spanning Trees

Topics in Data Structure

• AVL Trees
• Binary Trees
• Binary Search Trees
• Bubble Sort
• Complexity
• General n-ary Trees
• Hash Tables
• Huffman Encoding
• Insertion Sort
• Iteration And Recursion
• Linked Lists
• Minimum Spanning Tree(MST)
• Queues
• Red-Black Trees
• Stack