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In a slightly simplified explanation, hash tables are just arrays that with the keys mapped to the indexes. A key is transformed in an index through a hash function.
A good hash function must be:
In case the hash function still causes collisions (e.g. for memory reasons), it could be changed so that an entry in the array no longer contains a single value, but a new data structure (such as a linked list or even a new hash table).
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Breadth-first search is used to find the shortest path in an unweighted graph.
Dijkstra’s Algorithm is used to find the shortest path in a directed, acyclic graph (DAG).
The topological sort of a directed graph is the set of nodes ordered such that if u->v is an edge, then u comes before v in the sorting.
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There’s no easy way to tell if a problem is NP-complete. Here are some giveaways:
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IDEAS CURATED BY
CURATOR'S NOTE
The book covers algorithms at a basic level. I knew most of the stuff, so here are only so brief notes I took.
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