Which of the following are true for the adjacency matrix of the attached graph? 1. ||A||F = 4 2. A[1,.... ,1]T gives the vector of all out-degrees (number of edges out from a vertex) 3. ||A|| infiniti = 3 4. A is symmetric
Which of the following are true for the adjacency matrix of the attached graph? 1. ||A||F = 4 2. A[1,.... ,1]T gives the vector of all out-degrees (number of edges out from a vertex) 3. ||A|| infiniti = 3 4. A is symmetric
Which of the following are true for the adjacency matrix of the attached graph? 1. ||A||F = 4 2. A[1,.... ,1]T gives the vector of all out-degrees (number of edges out from a vertex) 3. ||A|| infiniti = 3 4. A is symmetric
Which of the following are true for the adjacency matrix of the attached graph?
1. ||A||F = 4
2. A[1,.... ,1]T gives the vector of all out-degrees (number of edges out from a vertex)
3. ||A|| infiniti = 3
4. A is symmetric
Quantities that have magnitude and direction but not position. Some examples of vectors are velocity, displacement, acceleration, and force. They are sometimes called Euclidean or spatial vectors.
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