Hashing algorithms and its uses
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Hashing algorithms are used to access data in hash tables through a hash function that converts data into a hash value or key. This key is used to determine the position of data in the hash table, allowing for fast lookup. Collisions can occur if different data hashes to the same key, and are resolved through techniques like open addressing, chaining, or rehashing. Hashing provides efficient indexing and retrieval of data in many applications like databases, compilers, and blockchain.
![Hashing Function
• Calculates the key for address assignment
• Key = position Hasher (Type entry)
• position StoringPosition = HashTable[Key]
• Here the Hasher is “to add the ASCII values of
Each letter and then take modulo 11”
• Folding:
• A method that divides data into chunks for processing in a Hasher](https://image.slidesharecdn.com/hashingalgorithmsanditsuses-190115162654/85/Hashing-algorithms-and-its-uses-4-320.jpg)
![Data Searching and Retrieval
• The data that we want to search uses the same Hash Function
• After the Hasher calculates the Key, it is given directly to the table
Variable and that position has the data
• Search is usually O(n) for linear search and O(log(n)) for binary search
but this method makes the search operation reduced to O(1)
• O(1) means that we calculated the key in a fixed time process and the
we go to the Array[key] to retrieve data using fixed time again
• In case of chaining, we traverse on the node to reach our data so that
makes it an O(n), still faster than complete search strategy.](https://image.slidesharecdn.com/hashingalgorithmsanditsuses-190115162654/85/Hashing-algorithms-and-its-uses-9-320.jpg)
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Hashing algorithms and its uses
- 1. Hashing Algorithms and its applications Introduction to data sorting and Key searching
- 2. What is Hash table? • A faster way to access data keeping table • Also known as bucket • It can be an array of objects (that has all the data) • Requires a function to convert the real data into placing position deciding data • Can use part of the data or time/space stamp to decide the position • The position is termed as HASH
- 3. Randomness of Data • Data can be of defined pattern and length for which we can have static length of hash table entries • Each hash table entry place is a position that is access by the key • The key is calculated by hash function • If we know the data pattern, we can easily solve all the key calculations and also know the number of rows in the has table • If the data is random, we don’t know the number of entries in the table
- 4. Hashing Function • Calculates the key for address assignment • Key = position Hasher (Type entry) • position StoringPosition = HashTable[Key] • Here the Hasher is “to add the ASCII values of Each letter and then take modulo 11” • Folding: • A method that divides data into chunks for processing in a Hasher
- 5. Normal allocation • The data is processed using has function • The hash that is created by the function is searched in the table • The data is placed there
- 7. Collision • The Hasher gives a key that is already occupied • Normally, the old value is discarded and the new incoming data is stored • It is probable when the table space is lesser than the incoming data • Even if table data space is greater than the incoming data, this problem is probable to occur
- 8. Solution to Collision • Open Addressing • Same level address is used but on a different location which is calculated by the user defined rule • Linear Probing (the entry is saved in the next free space) - It can create clustering • Plus 3 rehash (the key is are-calculated by adding 3 to the previous entry value) • Quadratic Probing (the entry is saved by leaving 1, 2, 4, 16 spaces on the HT) • Double Hashing (Finding the hash of the key obtained) • PreviousHashKey = Hasher(entry) • NewHash = Hasher(PreviousHashKey) • Closed Addressing • Creating chains
- 9. Data Searching and Retrieval • The data that we want to search uses the same Hash Function • After the Hasher calculates the Key, it is given directly to the table Variable and that position has the data • Search is usually O(n) for linear search and O(log(n)) for binary search but this method makes the search operation reduced to O(1) • O(1) means that we calculated the key in a fixed time process and the we go to the Array[key] to retrieve data using fixed time again • In case of chaining, we traverse on the node to reach our data so that makes it an O(n), still faster than complete search strategy.
- 10. Linear Probing
- 11. Chaining using Linked List
- 12. A good Hash Function! • Minimum Collisions • Uniform distribution of hash values/keys (avoid clustering) • Easy to calculate Hash • Resolve the collision swiftly
- 13. Summary • Used to index large data sets • Address of each key is calculated by the data itself • Collision resolved with open or closed addressing • Hashing is widely used in database indexing, compilers, caching, password authentication, Blockchain, etc. • Insert, Delete and retrieve occurs on a fixed time (mostly)