'bit operation' is correct and usable in written English.
It is a commonly used term in computer programming, and signifies a single operation on a single bit of information. For example, "The computer had to perform a series of complex bit operations to encode the information".
Namely bit operation, which did not occupy the system memory, could be achieved.
The unwanted partial products (Pij) that are not required for N/4 bit operation are made zero.
Since we have inserted mux in these places for N/2 bit operation, it is not necessary to add additional mux.
For a single bit operation, a resistance ratio of >2 is enough to indentify '0' and '1' states [1, 3, 23].
Since both XOR-operation and addition operation are very simple bit operation, hardware embodiment of these operations is simpler than one-way hash function.
Apart from mux utilisation of N/2 bit operation (twin precision) by making the above changes, we need 16 muxes in N/4 operation for N = 16.
Thus, we can apply bit operations to perform bus non-on-time queries, which improves the query efficiency.
Secondly, for each condition tuple, Bus-OLAP conducts the bit operations on vectors using parallel computation with Spark.
It uses recursive formulas and simple bit operations to compute the edit distance between the text and patterns to find the equalities or differences [18].
Additionally, the Myers formulates the required operations to compute the next complete column from its previous one using the minimum number of bit operations performed on the bit-vectors.
In the present article, we describe an efficient algorithm based on recursive hashing and bit operations to calculate and compare spaced-word frequencies and we extend our approach to distance measures defined by multiple patterns.
