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[1] Jonscher A K, 1977 “The universal dielectric response”, Nature, 267, No. 5613, pp. 673-679. [2] Lewis T J, 1977 “The dielectric behaviour of non-crystalline solids”, Dielectric and Related Molecular Processes, 3, pp. 186-218. [3] Hurt R L, and Macdonald J R, 1986 “Distributed circuit elements in impedance spectroscopy: a unified treatment of conductive and dielectric systems”, Solid State Ionics, 20, 111-124. [4] Macdonald J R, 2000 “Comparison of the universal dynamic response power-law fitting model for conducting systems with superior alternative models”, Solid State Ionics, 133, 79-97. [5] Tuncer E, Nettelblad B, and Gubanski S M, 2002 “Non-debye dielectric relaxation in binary dielectric mixtures (50-50): Randomness and regularity in mixture topology”, J. Appl. Phys., 92, 4612–4624. [6] Bouamrane R and Almond D P, 2003 “The emergent scaling phenomenon and the dielectric properties of random resistor-capacitor networks”, J. Phys. Condensed Matter, 15, (24), 4089–4100. [7] Panteny S, Stevens R and Bowen C R, 2005 “The frequency dependent permittivity and AC conductivity of random electrical networks,” Ferroelectrics, 319, 199-208. [8] Almond D P, Bowen C R and Rees D A S, 2006 “Composite dielectrics and conductors: simulation, characterization and design”, J. Phys. D: Appl. Phys., 39, 1295-1304. [9] Almond D P, Duncan G K, West A R, 1983 “The determination of hopping rates and carrier concentrations in ionic conductors by a new analysis of ac conductivity,” Solid State Ionics, 8, (2), 159–164. [10] Almond D P, Hunter C C, West A R 1984 “The extraction of ionic conductivities and hopping rates from ac conductivity data, Journal of materials science,” 19, 3236-3248. [11] Almond D P, West A R 1983 “Impedance and modulus spectroscopy of “real” dispersive conductors,” Solid State Ionics 11, (1), 57–64. [12] Almond D P, West A R 1983 “Mobile ion concentrations in solid electrolytes from an analysis of ac conductivity,” Solid State Ionics 9–10, (1), 277–282,. [13] Tuncer E and Macdonald J R, 2006 “Comparison of methods for estimating continuous distributions of relaxation times”, J. Appl. Phys., 99, 074106. [14] McCullen N J, Almond D P, Budd C J, and Hunt G W, 2009 “The robustness of the emergent scaling property of random RC network models of complex materials”, J. Phys. D: Appl. Phys., 42, (6), 64001.1– 64001.8. Dielectrics 2013 IOP Publishing Journal ofPhysics:ConferenceSeries 472 (2013) 012011 doi:10.1088/1742-6596/472/1/012011 5 [15] Almond D P, Budd C J, Freitag M A, Hunt G W, McCullen N J, Smith N D, 2012 “The Origin of Power-Law Emergent Scaling in Large Binary Networks,” arXiv:1204.5601v1 [cond-mat.dis-nn] [16] Galvão R K H, Kienitz K H, Hadjiloucas S, Walker G C, Bowen J W, Soares S F C, Araújo M C U, 2013 “Multivariate analysis of random three-dimensional RC networks in the time and frequency domains,” IEEE Trans. Dielectr. Electr. Insul., 20, (3), 995-1008. [17] Galvão R K H, Hadjiloucas S, Kienitz K H, Paiva H M and Afonso R J M, 2013 “Fractional Order Modeling of Large Three-Dimensional RC Networks,” IEEE Transactions on Circuits and Systems I, 60 (3), 624-637. [18] Paiva H M, Galvão R K H, and Rodrigues L, 2009 “A Wavelet-Based Multivariable Approach for Fault Detection in Dynamic Systems”, Controle & Automação, 20, ( 4), 455-464. [19] Zaengl W S, 2003 “Dielectric Spectroscopy in Time and Frequency Domain for HV Power Equipment, Part I: Theoretical Considerations”, IEEE Electr. Insul. Mag., 19, ( 5), 5-19. [20] Galvão R K H Hadjiloucas S, Bowen J W and Coelho C J, 2003 ‘Optimal discrimination and classification of THz spectra in the wavelet domain,’ Optics Express, 11, 1462-1473. [21] Hadjiloucas S, Galvão R K H, Bowen J W, Martini R, Brucherseifer M, Pellemans H P M, Haring Bolivar P , Kurz H, Digby J, Parkhurst G M, and Chamberlain J M 2003 ‘Measurement of propagation constant in waveguides using wideband coherent THz spectroscopy,’ Journal of the Optical Society of America B 20, 391-401. [22] Hadjiloucas S, Galvão R K H, Becerra V M, Bowen J W, Martini R, Brucherseifer M, Pellemans H P M, Haring Bolivar P, Kurz H, and Chamberlain J M, 2004 ‘Comparison of state space and ARX models of a waveguide’s THz transient response after optimal wavelet filtering,’ IEEE Transactions on Microwave Theory and Techniques MTT, 52, (10), 2409-2419. [23] Galvão R K H, Hadjiloucas S, Becerra V M and Bowen, J W 2005 ‘Subspace system identification framework for the analysis of multimoded propagation of THz-transient signals,’ Measurement Science and Technolgy, 16, 1037-1053. [24] Hadjiloucas S, Walker G C, Bowen J W Becerra V M Zafiropoulos A and Galvão R K H, 2009 ‘High signal to noise ratio THz spectroscopy with ASOPS and signal processing schemes for mapping and controlling molecular and bulk relaxation processes,’Journal of Physics: Conference Series, 183 012003. [25] Evagorou D, Kyprianou A, Lewin P L, Stavrou A, Efthymiou V, Metaxas A C, and Georghiou G E, 2010 “Feature extraction of partial discharge signals using the wavelet packet transform and classification with a probabilistic neural network”, IET Sci., Meas. Techn., 4, (3), 177-192. [26] Hadjiloucas S, Walker G C, Bowen J W and Galvão R K H, 2011 ‘System identification algorithms for the analysis of dielectric responses from broadband spectroscopies’, Journal of Physics: Conference Series, 310 012002. [27] Hao L, Lewin P L, Hunter J A, Swaffield D J, Contin A, Walton C and Michel M, 2011 “Discrimination of Multiple PD Sources Using Wavelet Decomposition and Principal Component Analysis”, IEEE Trans. Dielectr. Electr. Insul., 18, (5), 1702-1711. [28] Li J, Cheng C, Jiang T and Grzybowski S, 2012 “Wavelet De-noising of Partial Discharge Signals Based on Genetic Adaptive Threshold Estimation”, IEEE Trans. Dielectr. Electr. Insul., 19, (2), 543-549. [29] Soares S F C, Gomes A A, Galvão Filho A R, Araújo M C U and Galvão R K H, 2013 “The successive projections algorithm”, Trends in Analytical Chemistry, 42, 84-98. [30] Galvão R K H, Araújo M C U, Fragoso W D, Silva E C, José G E, Soares S F C and Paiva H M, 2008 “A variable elimination method to improve the parsimony of MLR models using the successive projections algorithm”, Chemom. Intell. Lab. Syst., 92, 83-91. [31] Paiva H M, Soares S F C, Galvão R K H and Araújo M C U, 2012 “A graphical user interface for variable selection employing the Successive Projections Algorithm”, Chemom. Intell. Lab. Syst., 118, 260-266.