Emerging Needs and Tailored Products 3 pdf

Emerging Needs and Tailored Products for Untapped Markets by Luisa Anderloni, Maria Debora Braga and Emanuele Maria Carluccio_5 pdf

Emerging Needs and Tailored Products for Untapped Markets by Luisa Anderloni, Maria Debora Braga and Emanuele Maria Carluccio_5 pdf

... MRS Model (Structure: 4 Lags, 3 Neurons) Diagnostic Linear Model (Network Model) Estimate R 2 .35 ( .38 ) HQIF 32 91 (32 68) L-B ∗ .91 M-L ∗ .0009 E-N ∗ .0176 J-B ∗ .36 L-W-G 13 B-D-S∗ .0002 ∗ marginal ... model, they do 132 5. Estimating and Forecasting with Artificial Data 0 50 100 150 200 250 30 0 35 0 400 450 500 −6 −4 −2 0 2 4 6 8 0 50 100 150 200 250 30 0 35 0 400 450 500 0...

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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

... of falling in category 1, 2, or 3 come from the cumulative probabilities: p 1,i = P 1,i  3 j=1 P j,i (2.89) p 2,i = P 2,i  3 j=1 P j,i (2.90) p 3, i = P 3  3 j=1 P j,i (2.91) Neural network ... 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-gra...

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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

... properties, 82 3. Estimation of a Network with Evolutionary Computation 0 100 200 30 0 400 500 600 700 800 900 1000 −4 3 −2 −1 0 1 2 3 0 100 200 30 0 400 500 600 700 800 900 1000 0 5 10 15 20 25 x1=randn(1000,1) y1=sin(x1) 2 ... p. 31 5]. As Table 3. 2 shows, we again start with a candidate solution vector, Ω 0 , and the associated error criterion, Ψ 0 . A shock to the solution ve...

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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

... ols1.m, wnnest1.m, and bds.m, available on the webpage of the author. % Create random regressors, constant term, % and dependent variable for i = 1:1000, randn(’state’,i); xxx = randn(1000,1); x1 ... boostrapping method originally due to Efron (1979, 19 83) and Efron and Tibshirani (19 93) . This bootstrapping method is different from the . 632 bootstrap method for in-sample bias. In t...

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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

... MRS Model (Structure: 4 Lags, 3 Neurons) Diagnostic Linear Model (Network Model) Estimate R 2 .35 ( .38 ) HQIF 32 91 (32 68) L-B ∗ .91 M-L ∗ .0009 E-N ∗ .0176 J-B ∗ .36 L-W-G 13 B-D-S∗ .0002 ∗ marginal ... Model 133 TABLE 5.9. In-Sample Diagnostics: VRS Model (Structure: 4 Lags, 3 Neurons) Diagnostic Linear Model (Network Model) Estimate R 2 .422 (. 438 ) HQIF 34 84 (34 88) L-B ∗ ....

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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

... Costs Mean 0 .30 0 −0.060 0.027 0.086 0. 234 0.016 0.082 1985 0.294 −0.056 0.024 0.050 0.226 −0.015 0.072 1996 0 .30 0 −0.060 0.027 0.091 0. 235 0.020 0.084 2002 0 .30 9 −0.067 0. 032 0. 130 0.244 0.0 53 0.0 93 Statistical ... Index Costs Mean 0 .31 2 −0. 037 0.0 93 0.168 0 .30 6 0.055 0.141 1985 0.295 −0.018 0.071 0.182 0.292 0.051 0.1 23 1996 0 .32 0 −0.046 0.1 03 0.161 0 .31 2 0.056 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

... 23. 500 22 .30 0 21.000 20.000 Std. Dev. 12.906 10.1 83 8.1 23 6.719 5. 238 4 .30 3 Coeff. Var 0.4516 0 .38 88 0 .33 448 0.2927 0.246 0.216 Skewness 0.487 0.590 0.582 0. 536 0.404 0.584 Kurtosis 2.064 2. 235 ... 0.591 0.500 0.428 0 .37 2 0 .30 0 0. 239 Skewness 1.122 1.214 1.2 23 1.191 1.092 0.952 Kurtosis 2.867 3. 114 3. 186 3. 156 3. 0 23 2. 831 Max 66.000 59.000 50.000 44 .30 0 3...

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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

... regression techniques. [Dayhoff and DeLeo (2001), p. 1624]. 32 2. What Are Neural Networks? {y} can be decomposed into linear and nonlinear components, and then we would expect all three sets of coefficients, {β}, {ω}, and ... from the input vector and the center of that unit, whereas the MLP or feedforward network computes the inner products of the inputs and the weights for that...

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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

... p. 31 5]. As Table 3. 2 shows, we again start with a candidate solution vector, Ω 0 , and the associated error criterion, Ψ 0 . A shock to the solution vector is then randomly generated, Ω 1 , and ... the 82 3. Estimation of a Network with Evolutionary Computation 0 100 200 30 0 400 500 600 700 800 900 1000 −4 3 −2 −1 0 1 2 3 0 100 200 30 0 400 500 600 700 800 900 1000 0 5 10 15...

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