Vassil S. Dimitrov
Affiliations: | University of Calgary, Calgary, Alberta, Canada |
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Computer EngineeringWebsite:
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Publications
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Borges A, Cintra RJ, Coelho DFG, et al. (2020) Low-complexity architecture for AR(1) inference Electronics Letters. 56: 732-734 |
Ariyarathna V, Coelho DFG, Pulipati S, et al. (2019) Multibeam Digital Array Receiver Using a 16-Point Multiplierless DFT Approximation Ieee Transactions On Antennas and Propagation. 67: 925-933 |
Coelho DFG, Cintra RJ, Bayer FM, et al. (2018) Low-Complexity Loeffler DCT Approximations for Image and Video Coding Journal of Low Power Electronics and Applications. 8: 46 |
Coelho DFG, Nimmalapalli S, Dimitrov VS, et al. (2018) Computation of 2D 8×8 DCT Based on the Loeffler Factorization Using Algebraic Integer Encoding Ieee Transactions On Computers. 67: 1692-1702 |
Coelho DFG, Dimitrov VS, Rakai L. (2018) Efficient computation of tridiagonal matrices largest eigenvalue Journal of Computational and Applied Mathematics. 330: 268-275 |
Coelho DFG, Cintra RJ, Frery AC, et al. (2018) Fast matrix inversion and determinant computation for Polarimetric Synthetic Aperture Radar Computers & Geosciences. 119: 109-114 |
Coelho DFG, Cintra RJ, Dimitrov VS. (2018) Efficient Computation of the 8-point DCT via Summation by Parts Journal of Vlsi Signal Processing Systems For Signal Image and Video Technology. 90: 505-514 |
Coelho DFG, Cintra RJ, Rajapaksha N, et al. (2017) DFT Computation Using Gauss-Eisenstein Basis: FFT Algorithms and VLSI Architectures Ieee Transactions On Computers. 66: 1442-1448 |
Coelho DFG, Cintra RJ, Kulasekera S, et al. (2016) Error-free computation of 8-point discrete cosine transform based on the Loeffler factorisation and algebraic integers Iet Signal Processing. 10: 633-640 |
Jarvinen K, Dimitrov V, Azarderakhsh R. (2015) A Generalization of Addition Chains and Fast Inversions in Binary Fields Ieee Transactions On Computers. 64: 2421-2432 |