Publications

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2005
Ortigueira, M.  2005.  A new look at the differintegration definition, August. ENOC-2005, Fifth EUROMECH Nonlinear Dynamics Conference. Abstract
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Ricardo, CN, Gerald JA, Ortigueira M.  2005.  Analysis of New Quasi-Orthogonal BCH-Derived Sequences for CDMA Applications. XX Conference on Design of Circuits and Integrated Systems (DCIS'05). Abstract
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Pinto, I, Alves LB, Ortigueira MD, A.G. B.  2005.  ECG Wave Detection and Delineation with Wavelets. Computational Intelligence in Medicine and Healthcare Conference. : Biopattern Abstract
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Inácio, JA, Gerald JA, Ortigueira M.  2005.  New PN Even Balanced Sequences for spread spectrum systems. EURASIP Journal on Wireless Communications and Networking. 2005:447–458., Number 3: Hindawi AbstractWebsite
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Ortigueira, M.  2005.  Two new integral formulae for the Beta function. International Journal of Applied Mathematics. 18:109–116., Number 1: International Association of Engineers AbstractWebsite
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2004
Ortigueira, M, Tenreiro-Machado JA, da Costa JSá.  2004.  Considerations about the choice of a differintegrator, September. International Conference on Computacional Cybernetics. Abstract
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Ortigueira, M, Serralheiro AJ.  2004.  New Insights into Pseudo-Fractional ARMA Modelling, September. International Conference on Computacional Cybernetics. Abstract
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Ortigueira, MD, Batista AG.  2004.  A Fractional Linear System View of the Fractional Brownian Motion, December. Nonlinear Dynamics. 38:295–303., Number 1-4: Springer AbstractWebsite

A definition of the fractional Brownian motion based on the fractional differintegrator characteristics is proposed and studied. It is shown that the model enjoys the usually required properties. A discrete-time version based in the backward difference and in the bilinear transformation is considered. Some results are presented.

Batista, AG, Ortigueira MD.  2004.  A Fractional Linear System View of the Fractional Brownian Motion. Nonlinear Dynamics. :295-303. Abstract
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Ortigueira, M, Coito F.  2004.  From Differences to Derivatives. Fractional Calculus & Applied Analysis. 7:459–471., Number 4: Institute of Mathematics & Informatics AbstractWebsite
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Ortigueira, MD, Coito F.  2004.  From Differences to Derivatives. Fractional Calculus and Applied Analysis. 7:459., Number 4: INSTITUTE OF MATHEMATICS AND INFORMATICS BULGARIAN ACADEMY OF SCIENCES Abstract

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2003
Ortigueira, M.  2003.  A new symmetric fractional B-spline, November. Signal Processing. 83:2311–2318., Number 11: Elsevier AbstractWebsite
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Unterweissacher, M, Goes J, Paulino N, Evans G, Ortigueira M.  2003.  Efficient Digital Self-Calibration of Video-Rate Pipeline ADCs using White Gaussian Noise, May. IEEE International Symposium on Circuits and Systems. Abstract
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Evans, G, Goes J, Steiger-Garção A, Ortigueira MD, Paulino N, Sousa-Lopes J.  2003.  Low-voltage low-power CMOS analogue circuits for Gaussian and uniform noise generation, May. IEEE International Symposium on Circuits and Systems. :145–148. Abstract

A CMOS analogue circuit for Gaussian noise generation as well as a novel circuit for transforming Gaussian noise into uniform noise, both designed for operating with a supply voltage of 1.5V, are presented. Both circuits are optimized for a 0.35 {\ensuremathμ}m standard CMOS technology using an equation-based design methodology based on genetic algorithms. Electrical simulations demonstrate that high noise amplitudes together with reasonable bandwidths can be achieved with relatively low power dissipation. Potential applications include self-calibration and on-chip self-testing of video-rate analogue-to-digital converters.

Ricardo, CN, Inácio JA, Gerald JA, Ortigueira MD.  2003.  New BCH-Derived Sequences for CDMA Systems. 46th IEEE - Midwest Symposium on Circuits and Systems. :1255–1258. Abstract

New BCH-derived PN-EB (pseudo-noise even balanced) sequences suitable to be used in CDMA systems are presented in this paper. It is assumed a new definition for processing gain, which better accounts for the system performance regarding the narrow band noise rejection, and it is shown how to obtain high processing gain values, namely, by using zero mean spreading signals in channels with selective noise. The new sequences have low autocorrelation levels, exist in large numbers and can provide higher processing gain with selective noise.

Ortigueira, M.  2003.  On the initial conditions continuous-time fractional linear systems. Signal Processing. 83:2301–2309., Number 11: Elsevier AbstractWebsite
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Carvoeiras, P, Rodrigues MJ, A.G. B, Ortigueira MD.  2003.  A Prototype software for the Diagnostic of Atrial fibrillation. XXIV Congresso Português de Cardiologia and Revista Portuguesa de Cardiologia. III Abstract
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Manuel Ortigueira, Machado, JA (Eds.).  2003.  Special Issue on Fractional signal Processing and applications. Signal Processing. 83:2285–2286., Number 11: Elsevier Abstract
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2002
Goes, J, Paulino N, Ortigueira M.  2002.  A Digital-Domain Self-Calibration Technique for Video-Rate Pipeline A?D Converters Using Gaussian-White Noise, September IEE Electronics Letters. 38:1100–1101., Number 19 AbstractWebsite
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Ortigueira, M, Matos C, Piedade MS.  2002.  Fractional Discrete-Time Signal Processing: Scale Conversion and Linear Prediction. Nonlinear Dynamics. :173–190. AbstractWebsite
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Ortigueira, M.  2002.  A new approach to the initial value problem. 5th Portuguese Conference on Automatic Control. :377–382. Abstract
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Oliveira, R, Pita H, Coito F, Steiger-Gar{\c c}ão A.  2002.  O projecto OCTOPUS: O módulo Reconhecedor de Zonas Oxidadas–. 60: Jornadas de Engenharia de Telecomunica{\c c}ões e Computadores-ISEL Lisboa, Portugal Abstract

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2001
Batista, AG, Rodrigues JM, Ortigueira MD.  2001.  Time-Frequency and Time-Scale Characterisation of the Beat-by-Beat High-Resolution Electrocardiogram. Sixth Portuguese Conference on Biomedical Engineering Proceedings. Abstract
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