ch02
... Preorder traversal: “below” and “right” actions are null Inorder traversal: “left” and “right” actions are null Postorder traversal: “left” and “below” actions are null ...
... Preorder traversal: “below” and “right” actions are null Inorder traversal: “left” and “right” actions are null Postorder traversal: “left” and “below” actions are null ...
slides
... • Choose table size m to be prime • Decompose key x into r+1 bytes, so that x = {x0, x1, …, xr} – Only requirement is that max value of byte < m – Let a = {a0, a1, …, ar} denote a sequence of r+1 elements chosen randomly from {0, 1, …, m - 1} – Define corresponding hash function ha G: r ...
... • Choose table size m to be prime • Decompose key x into r+1 bytes, so that x = {x0, x1, …, xr} – Only requirement is that max value of byte < m – Let a = {a0, a1, …, ar} denote a sequence of r+1 elements chosen randomly from {0, 1, …, m - 1} – Define corresponding hash function ha G: r ...
Minimum Spanning Trees - Baylor School of Engineering
... of edges A Pick a light edge and add it to A. Repeat until all nodes are in V. ...
... of edges A Pick a light edge and add it to A. Repeat until all nodes are in V. ...
Network Flows--Applications
... Best to arrange: • supply nodes vertically on left • demand nodes horizontally across top Note that arc data appears as a neat table. ...
... Best to arrange: • supply nodes vertically on left • demand nodes horizontally across top Note that arc data appears as a neat table. ...
CS 315 Week 2 (Feb 5 and 7) summary and review questions
... 10) What is the result of inserting 12 into the heap of Figure 6.5 (a), page 217? What is the result of performing DeleteMin on the resulting heap? 11) Let A be an array of integers in which some keys are stored in indices 1 to k. Write a procedure that takes as input A and k, and determines if A[1 ...
... 10) What is the result of inserting 12 into the heap of Figure 6.5 (a), page 217? What is the result of performing DeleteMin on the resulting heap? 11) Let A be an array of integers in which some keys are stored in indices 1 to k. Write a procedure that takes as input A and k, and determines if A[1 ...
Optimal
... replaced by l*N (left) and (N-l*N) (right) • Result: If innovations identically distributed within each scale then uniformly distribute leaves, l*N=b N/2 c ...
... replaced by l*N (left) and (N-l*N) (right) • Result: If innovations identically distributed within each scale then uniformly distribute leaves, l*N=b N/2 c ...
Trees
... number of edges • Depth of a node x = length of path from root to x • Height of node x = length of longest path from x to a leaf • Depth and height of tree = height of root ...
... number of edges • Depth of a node x = length of path from root to x • Height of node x = length of longest path from x to a leaf • Depth and height of tree = height of root ...