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A method for evaluation of the error function of real and complex variable with high relative accuracyMORI, M.Publications of the Research Institute for Mathematical Sciences. Series A. 1983, Vol 19, Num 3, pp 1081-1094, issn 0034-5318Article

Closed form solutions for probability of error for equal gain combiners over Rayleigh channelsNADARAJAH, Saralees.International journal of electronics. 2009, Vol 96, Num 3-4, pp 223-228, issn 0020-7217, 6 p.Article

Resolution capability and the mask error enhancement function (MEEF) for ArF and KrF lithographyPLAT, Marina; SPENCE, Christopher; LYONS, Christopher et al.SPIE proceedings series. 2001, pp 851-857, isbn 0-8194-4032-9, 2VolConference Paper

Overlapping Stokes smoothings : survival of the error function and canonical catastrophe integralsBERRY, M. V; HOWLS, C. J.Proceedings - Royal Society. Mathematical and physical sciences. 1994, Vol 444, Num 1920, pp 201-216, issn 0962-8444Article

Application of adaptive designs : a reviewBAUER, P; EINFALT, J.Biometrical journal. 2006, Vol 48, Num 4, pp 493-506, issn 0323-3847, 14 p.Article

Application of nonlinear regression analysis for ammonium exchange by natural (Bigadiç) clinoptiloliteGUNAY, Ahmet.Journal of hazardous materials. 2007, Vol 148, Num 3, pp 708-713, issn 0304-3894, 6 p.Article

Advanced motion estimation and motion compensated deinterlacingBELLERS, E. B; DE HAAN, G.SMPTE journal (1976). 1997, Vol 106, Num 11, pp 777-786, issn 0036-1682Conference Paper

Interval choice under constraints on error functionsAGAEV, R. P.Information sciences. 1994, Vol 80, Num 1-2, pp 1-14, issn 0020-0255Article

Averaged learning equations of error-function-based multilayer perceptronsWEILI GUO; HAIKUN WEI; JUNSHENG ZHAO et al.Neural computing & applications (Print). 2014, Vol 25, Num 3-4, pp 825-832, issn 0941-0643, 8 p.Article

A simpler derivation for an integral useful in wireless communication theoryNADARAJAH, Saralees.Signal processing. 2008, Vol 88, Num 4, pp 1069-1070, issn 0165-1684, 2 p.Article

The complementary error matrix function and its role solving coupled diffusion mathematical modelsCORTES, J. C; COMPANY, R; JODAR, L et al.Mathematical and computer modelling. 2005, Vol 42, Num 9-10, pp 1023-1034, issn 0895-7177, 12 p.Article

Error function for interpretations of ellipsometric measurementsPOLOVINKIN, V. G.Thin solid films. 2004, Vol 455-56, pp 101-105, issn 0040-6090, 5 p.Conference Paper

Anti-lag synchronisation of hyperchaotic complex non-linear systemsMAHMOUD, Emad E.International journal of computing science and mathematics (Print). 2013, Vol 4, Num 3, pp 197-213, issn 1752-5055, 17 p.Article

RejoinderJIXIAN WANG.Biometrical journal. 2006, Vol 48, Num 4, pp 695-696, issn 0323-3847, 2 p.Article

Chernoff-Type Bounds for the Gaussian Error FunctionCHANG, Seok-Ho; COSMAN, Pamela C; MILSTEIN, Laurence B et al.IEEE transactions on communications. 2011, Vol 59, Num 11, pp 2939-2944, issn 0090-6778, 6 p.Article

Neural network controller with on-line inventory feedback data in RFID-enabled supply chainSEONG ROK HONG; SHIN TAE KIM; CHANG OUK KIM et al.International journal of production research. 2010, Vol 48, Num 9, pp 2613-2632, issn 0020-7543, 20 p.Article

An overview of statistical approaches for adaptive designs and design modificationsSCHÄFER, Helmut; TIMMESFELD, Nina; MULLER, Hans-Helge et al.Biometrical journal. 2006, Vol 48, Num 4, pp 507-520, issn 0323-3847, 14 p.Article

A priori truncation error bounds for continued fractionsLORENTZEN, Lisa.The Rocky Mountain journal of mathematics. 2003, Vol 33, Num 2, pp 409-474, issn 0035-7596, 66 p.Article

Algorithm 885: Computing the Logarithm of the Normal DistributionLINHART, Jean Marie.ACM transactions on mathematical software. 2009, Vol 35, Num 3, issn 0098-3500, 20.1-20.10Article

On the weibull MGFNADARAJAH, Saralees; KOTZ, Samuel.IEEE transactions on communications. 2007, Vol 55, Num 7, issn 0090-6778, 1287Article

Very Simple Tight Bounds on the Q-FunctionABREU, Giuseppe.IEEE transactions on communications. 2012, Vol 60, Num 9, pp 2415-2420, issn 0090-6778, 6 p.Article

A Simple Approximation for the Symbol Error Rate of Triangular Quadrature Amplitude ModulationTRAN TRUNG DUY; HYUNG YUN KONG.IEICE transactions on communications. 2010, Vol 93, Num 3, pp 753-756, issn 0916-8516, 4 p.Article

Competition and multiple cause modelsDAYAN, P; ZEMEL, R. S.Neural computation. 1995, Vol 7, Num 3, pp 565-579, issn 0899-7667Article

Elementary approximation for erf(x)LETHER, F. G.Journal of quantitative spectroscopy & radiative transfer. 1993, Vol 49, Num 5, pp 573-577, issn 0022-4073Article

Quelques propriétés des intégrales de probabilité répétéesBLATOV, V. V.Radiotehnika i elektronika. 1984, Vol 29, Num 5, pp 928-931Article

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