|Title:||Multiplierless structurally orthogonal block-lifting-based quaternionic paraunitary filter banks with sum of-powers-of-two coefficients|
|Authors:||Petrovsky, N. A.|
Rybenkov, E. V.
Petrovsky, A. A.
|Keywords:||публикации ученых;Filter banks;Quaternions;Transforms;Embedded computing;block codes|
|Citation:||Petrovsky, N. A. Multiplierless structurally orthogonal block-lifting-based quaternionic paraunitary filter banks with sum of-powers-of-two coefficients / N. A. Petrovsky, E. V. Rybenkov, A. A. Petrovsky // 6th Mediterranean Conference on Embedded Computing (MECO’2017). – Bar : IEEE, 2017. – P. 255 - 258. - doi:10.1109/MECO.2017.7977211.|
|Abstract:||A new family of the integer-to-integer invertible quaternionic Q-PUFB (Int-Q-PUFB) using multipliers based on the block-lifting structure with the sum-of-power-of-two (SOPOT) coefficients is developed. The design problem of a Q-PUFB is formulated as constrained optimization problem. The modified method of Lagrange multipliers was chosen as optimization method. Design examples show that SOPOT Int-Q-PUFB with a good frequency characteristic can be designed with low implementation complexity using the adder-based distributed arithmetic (DA). The usefulness of the approach is demonstrated with a critically sampled 8-channel LP PMI Int-Q-PUFBs for the difference parameters: order of factorization, word length of block-lifting coefficients, maximum number of ONE bits in binary code.|
|Appears in Collections:||Публикации в зарубежных изданиях|
|Petrovsky_Multiplierless.pdf||129.2 kB||Adobe PDF||View/Open|
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