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Computationally, all of the above mentioned algorithms use the exponential operation.
The Sign algorithm needs (n + 3) times of exponential operation and 1 hash operation.
In this paper, we focus on two of the above computation bottlenecks: one is the FK step in forward continued-based migration, which includes a square root function and a complex exponential operation; the other one is the 3D convolution in reverse time migration.
If κ and λ are finite, then this agrees with the ordinary arithmetic exponential operation.
In a Cartesian closed category, the exponential operation can be used to raise an arbitrary object to the power of another object.
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Exponential operations, however, extract a lot more punishment when there are inaccuracies in our data.
Unfortunately, most of the remedies either are insecure or violate the original advantages because of involving public-key cryptosystems or modular exponential operations.
Therefore, the number of exponential operations is.
Both of them adopted DH with exponential operations.
Operating in logarithmic domain eliminates exponential operations and transforms multiplication/division operations into addition/subtraction operations.
DMHBGKA requires only multiplication operations whereas DH and GDH [22, 23] must perform exponential operations.
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