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Paper data
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Title:
3-D Fast algorithm for the 3-D new Mersenne number transform

Author(s):
Boussakta Said,
Alshibami Osama,

Page numbers in the proceedings:
Volume II pp 403-406

Session:
Image Representation and Transformation

Paper abstract
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The new Mersenne number transform (NMNT) has been introduced in order to solve the problem of short transform lengths associated with other Mersenne number transforms (MNTs).In this paper, the three-dimensional NMNT and the 3-D radix-2󫎾 fast algorithm are introduced and discussed. The mathematical derivation of the new algorithm is presented and the number of arithmetic operations is calculated and compared to the row-column approach. Using single and multiple butterflies implementations, the radix-2󫎾 is found to reduce the number of arithmetic operations significantly.

Paper
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A PDF version is available here

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