Emerging Needs and Tailored Products 4 docx

Emerging Needs and Tailored Products for Untapped Markets by Luisa Anderloni, Maria Debora Braga and Emanuele Maria Carluccio_1 docx

Emerging Needs and Tailored Products for Untapped Markets by Luisa Anderloni, Maria Debora Braga and Emanuele Maria Carluccio_1 docx

... Networks? −5 4 −3 −2 −1 0 1 2 3 4 5 −6 4 −2 0 2 4 6 FIGURE 2.5. Ridgelet function n k,t = α −1 k (β k · y ∗ t − β 0,k ) (2 .42 ) N k,t = R(n k,t ) (2 .43 ) y t = γ 0 + k ∗  k=1 γ k √ α k N k,t (2 .44 ) where ... of the bias parameter” [Mandic and Chambers (2001), p. 60]. 2 .4. 4 Ridgelet Networks Chen, Racine, and Swanson (2001) have shown the ridgelet function to be a useful and...

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Emerging Needs and Tailored Products for Untapped Markets by Luisa Anderloni, Maria Debora Braga and Emanuele Maria Carluccio_16 docx

Emerging Needs and Tailored Products for Untapped Markets by Luisa Anderloni, Maria Debora Braga and Emanuele Maria Carluccio_16 docx

... option, and p := P S , for a put option. In these new variables, d 1 and d 2 in (8.20) and (8.21) simplify to d 1 = m τ + τ 2 and d 2 = m τ − τ 2 , (11.1) and, from (8.19) and (8. 24) , the ... nonlinear equation − 5 − 4 − 3 − 2 − 1 0 1 2 3 4 5 − 0.8 − 0.6 − 0 .4 − 0.2 0 0.2 0 .4 0.6 x F ( x ) Fig. 13.1. The function F(x) := N(x) − 2 3 . 0 5 10 15 20 10 − 7 10 − 6 10 − 5...

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New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_2 ppt

New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_2 ppt

... between long- and short-term rates for government bonds, the expected and unexpected inflation rates, industrial production growth, and the yield between corporate high and low-grade bonds) and on a ... (1992); Lumsdaine and Papell (1997); Perron (1989); and Zivot and Andrews (1992)]. Fortunately, for most financial time-series data such as share prices, nominal money supply, a...

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New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_3 doc

New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_3 doc

... of commands: % Define simple function z = inline(’.5 * x(1) ˆ2 + .5 * x(2) ˆ2 - 4 * x(1) - 4 * x(2) - 1’); % Use random initialization x0 = randn(1,2); % Genetic algorithm parameters and execution-popsize, ... and the quasi-Newton method, give values of x =1.7910 746 ,y =1.7910 746 . 3 .4. 2 Approximation with Polynomials and Neural Networks We can see how efficient neural networks ar...

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New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_4 pptx

New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_4 pptx

... parameters. 98 4. Evaluation of Network Estimation 4. 2.5 Out-of-Sample Comparison with Nested Models Clark and McCracken (2001), Corradi and Swanson (2002), and Clark and West (20 04) have proposed ... out-of-sample well and make sense and add to our understanding of economic and financial markets. 4. 5.1 MATLAB Program Notes Many of the programs are available for web searche...

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New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_5 doc

New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_5 doc

... stochastic 132 5. Estimating and Forecasting with Artificial Data 0 50 100 150 200 250 300 350 40 0 45 0 500 −6 4 −2 0 2 4 6 8 0 50 100 150 200 250 300 350 40 0 45 0 500 0 1 2 3 4 5 First-Differenced Returns ... Diagnostics: VRS Model (Structure: 4 Lags, 3 Neurons) Diagnostic Linear Model (Network Model) Estimate R 2 .42 2 ( .43 8) HQIF 348 4 ( 348 8) L-B ∗ .85 M-L ∗ .13 E-N ∗...

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New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_7 doc

New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_7 doc

... 0.003 RSQ 0. 240 0.900 0.910 HQIF −315.552 46 6.018 46 7.288 LB* 0.067 0 .45 8 0.681 ML* 0.8 64 0.2 54 0.200 JB* 0.002 0.172 0.2 04 EN* 0.531 0.092 0.0 84 BDS* 0.012 0.210 0.119 LWG 48 4 56 3 *: prob ... 1.000 0.3 94 0.000 0.088 0.863 2002 0.002 0.000 0. 947 1.000 0.739 0.000 0.1 14 1.000 186 7. Inflation and Deflation: Hong Kong and Japan 1975 1980 1985 1990 1995 2000 2005 0 0.02 −0...

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New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_8 pptx

New Frontiers in Banking Services Emerging Needs and Tailored Products for Untapped Markets_8 pptx

... 0 .45 16 0.3888 0.3 344 8 0.2927 0. 246 0.216 Skewness 0 .48 7 0.590 0.582 0.536 0 .40 4 0.5 84 Kurtosis 2.0 64 2.235 2.302 2. 242 2.338 3.553 Max 60.500 53.300 47 .250 47 .500 47 .500 47 .500 Min 11.000 12.000 12.250 ... Review, 87: 15–36. 2 04 8. Classification: Credit Card Default and Bank Failures 0.125 0.13 0.135 0. 14 0. 145 0.15 0.155 0 20 40 60 80 0.125 0.13 0.135 0. 14 0....

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Emerging Needs and Tailored Products for Untapped Markets by Luisa Anderloni, Maria Debora Braga and Emanuele Maria Carluccio_3 pot

Emerging Needs and Tailored Products for Untapped Markets by Luisa Anderloni, Maria Debora Braga and Emanuele Maria Carluccio_3 pot

... of commands: % Define simple function z = inline(’.5 * x(1) ˆ2 + .5 * x(2) ˆ2 - 4 * x(1) - 4 * x(2) - 1’); % Use random initialization x0 = randn(1,2); % Genetic algorithm parameters and execution-popsize, ... operation, due to Michalewicz (1996). Begin by randomly drawing two real numbers r 1 and r 2 from the [0, 1] interval and one random number s from a standard normal distributi...

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