Question No: 01 Consider the node classification problem in graphs, where a common scenario is that...
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Question No: 01 Consider the node classification problem in graphs, where a common scenario is that a few nodes are labelled and the aim is to assign labels to some of the unlabelled nodes. Label 1 V₁ 1) 11) 863 V₂ 110 V3 Figure for Node Classification Label 2 Label propagation methods often use random walks to assign labels to unlabelled nodes. Suppose we wish to label node Vi in the graph shown in Figure. Assume a random walk is started from node Vi and terminated (5 marks) once a labelled node is reached. What is the probability that a labelled node is reached in 4 hops or less? Calculate the probabilities of reaching a node with Label 1 (blue) in 4 hops or less. Question No: 01 Consider the node classification problem in graphs, where a common scenario is that a few nodes are labelled and the aim is to assign labels to some of the unlabelled nodes. Label 1 V₁ 1) 11) 863 V₂ 110 V3 Figure for Node Classification Label 2 Label propagation methods often use random walks to assign labels to unlabelled nodes. Suppose we wish to label node Vi in the graph shown in Figure. Assume a random walk is started from node Vi and terminated (5 marks) once a labelled node is reached. What is the probability that a labelled node is reached in 4 hops or less? Calculate the probabilities of reaching a node with Label 1 (blue) in 4 hops or less.
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1 What is the probability that a labelled node is reached in 4 hops or less In the provided graph description the random walk starts at node V1 and we want to find the probability of reaching a labele... View the full answer
Related Book For
Computer Networking A Top-Down Approach
ISBN: 978-0136079675
5th edition
Authors: James F. Kurose, Keith W. Ross
Posted Date:
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