1. Produce two sets of two using the bit array implementation and the hash table method, respectively. The same sets ought to be used in both implementations. Compare the key actions (union, intersection, difference, and isSubset) of each implementation using the Timing class, then give the actual time difference.
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1. Produce two sets of two using the bit array implementation and the hash table method, respectively. The same sets ought to be used in both implementations. Compare the key actions (union, intersection, difference, and isSubset) of each implementation using the Timing class, then give the actual time difference.
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- Use the bit array implementation and the hash table implementation to create two pairs of sets. The same sets ought to be used in both implementations.Compare the key operations (union, crossroads, difference, and isSubset) of each implementation using the Timing class, then show the actual time difference.Use the bit array implementation and the hash table implementation to create two pairs of sets. The same groups ought to be used in both versions.Compare the key actions (union, intersection, difference, and isSubset) of each implementation using the Timing class, then give the real time difference.Construct two pairs of sets using both the hash table and bit array implementations. The same sets should be used in both implementations.Compare the key operations (union, crossroads, difference, isSubset) of each implementation using the Timing class and provide the actual time difference.
- 1. Make two pairs of sets using both the hash table and bit array implementations. The same sets should be used in both implementations. Compare the primary operations (union, intersection, difference, isSubset) of each implementation using the Timing class and provide the actual time difference.Create two pairs of sets using both the hash table implementation and thebit array implementation. Both implementations should use the same sets.Using the Timing class, compare the major operations (union, intersection, difference, isSubset) of each implementation and report the actualdifference in times.A hash table and an STL map are compared and contrasted. How does a hash table work? Which data structure alternatives may be utilised instead of a hash table if the number of inputs is small?
- A hash table and an STL map are compared and contrasted. How is a hash table put into practise? Which alternatives to a hash table can be utilised if the number of inputs is small?The parity function is a very simple hash function producing a one-bit digest, which is 0 if the number of bits in the message is even and 1 if it is odd. Consider a communication system that uses 7 bits out of every byte to transmit data, and reserves the 8th bit (the one on the right) to transmit the parity of the other seven bits, for purposes of error checking. Below is the binary representation of some bytes that were transmitted using this system. For each one, tell whether there is a reason to suspect an error in transmission, giving the reason for your answer. 10110011 11101111 10101100 00110011Compare Linear probing and double hashing And between open addressing and separate chaining.
- Differentiate strong semaphore and weak semaphore. 7. Demonstrate shortest seek time first (STF) with suitable exampleProve Proposition: A search miss in a TST built from N random string keys requires ~ln N character compares, on the average. A search hit or an insertion in a TST uses a character compare for each character in the search key.When looking for a solution, you should give careful consideration to using both the selective-repeat approach and the Go-Back-N strategy if the sequence number space is big enough to include k bits of information. What is the largest size that the sender window that we are permitted to utilise is permitted to be in its entirety?