Search Algorithms Flashcards

1
Q

Time complexity of linear search

A

O(n)

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2
Q

Time complexity of binary search

A

O(log n)

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3
Q

Time complexity of hash table search

A

Without collision resolution: O(1)
With collision resolution: O(n)

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4
Q

For a hash table, a hash function should:

A
  1. Take an input key of any length
  2. Return a location of fixed length
  3. Location should be unique to the key

Returns an output hash index of fixed size

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5
Q

For a hash table, a key should be:

A

Immutable (so that its hashed location is always the same)

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6
Q

Features of an ideal hash function

A
  • Use all input data
  • Small difference in input results in large difference in hash value
  • Output should be uniformly distributed across all possible hash values
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7
Q

The key steps for Binary Search are:

A
  1. Handle the base case (empty/single-element array)
  2. Initialise start = 0 and end = array.length - 1
  3. Determine middle index mid
  4. Check item at mid:
    • if match, return mid
    • if search key less than mid item, update end to mid - 1
    • if search key greater than mid item, update start to mid + 1
  5. If start > end (no match found), return none or display/raise error, else repeat from step 3
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