Draw a Neighborhood Equivalence Class tree

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Reference no: EM131974465

Database System Assignment -

Question 1 - Given a graph database D containing following graphs:

1) Suppose minFreq = 3, draw at least 4 frequent patterns/fragments in the graph database D. A graph/pattern g is frequent if its occurrence frequency is no less than minFreq.

Question 2 - Given the following query q and data graph G.

1) Please draw a Neighborhood Equivalence Class tree (NEC tree) of query q.

2) Please decompose the vertex set of query q according to Core-Forest-Leaf decomposition. That is, decompose the vertex set of q into three sets including the core-set, the forest-set and the leaf-set.

Question 3 - Given a social influence graph G1 as following:

1) Choose one activated seed s from v₀ ~ v₉ which can generate the largest influence spreads (i.e., let w(s) = 1, maximize ∑⁹ i = 0w(v_i)).

Reference no: EM131974465

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