@@ -118,7 +118,7 @@ The format of the log entries should be self-explanatory, but here are more deta
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@@ -118,7 +118,7 @@ The format of the log entries should be self-explanatory, but here are more deta
-**Task 6 (4pt)**: On the logsRDD, for two given times, use a 'cogroup' to create the following RDD: the key of the RDD will be a host, and the value will be a 2-tuple, where the first element is a list of all URLs fetched from that host before the first time, and the second element is the list of all URLs fetched from that host after the second time. Use filter to first create two RDDs from the input logsRDD.
-**Task 6 (4pt)**: On the logsRDD, for two given times, use a 'cogroup' to create the following RDD: the key of the RDD will be a host, and the value will be a 2-tuple, where the first element is a list of all URLs fetched from that host before the first time, and the second element is the list of all URLs fetched from that host after the second time. Use filter to first create two RDDs from the input logsRDD.
-**Task 7 (8pt)**: Your task is to write a name counting application for counting the first names in the motivations of the Nobel Prizes for each category. The return value should be a PairRDD where the key is a string, of which the format is "[Category]:[Firstname]" (i.e., "chemistry:Michael"), and the value is its count, i.e., in how many times did that combination appear.
-**Task 7 (8pt)**: Your task is to write a name counting application for counting the first names of the Nobel Prizes for each category. The return value should be a PairRDD where the key is a string, of which the format is "[Category]:[Firstname]" (i.e., "chemistry:Michael"), and the value is its count, i.e., in how many times did that combination appear.
-**Task 8 (8pt)**: [Maximal Matching] `task8` should implement one iteration of a greedy algorithm for finding a maximal matching in a bipartite graph.
-**Task 8 (8pt)**: [Maximal Matching] `task8` should implement one iteration of a greedy algorithm for finding a maximal matching in a bipartite graph.
A *matching* in a graph is a subset of the edges such that no two edges share a vertex (i.e., every vertex is part of at most 1 edge in the matching). A *maximal* matching
A *matching* in a graph is a subset of the edges such that no two edges share a vertex (i.e., every vertex is part of at most 1 edge in the matching). A *maximal* matching