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1841
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1842
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1843Publicado 2021Libro electrónico
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1844Publicado 2023Libro electrónico
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1845
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1846Publicado 2009Tabla de Contenidos: “…6.6.2 Divided Differences:Notation -- 6.7 Properties Satisfied by D' -- 6.7.1 Linearity Property -- 6.7.2 Symmetrical Property -- 6.7.3 Vanishing of (n + 1) Divided Differences -- 6.7.4 Special Case: Equally spaced Divided Differences -- 6.8 Divided Difference Interpolation Formula -- 6.8.1 Newton's Divided Difference Formula -- 6.8.2 Sheppard's3 Zig-Zag Rule -- 6.8.3 Lagrange's4 Formula for Unequal Intervals -- 6.9 Inverse Interpolation Using Lagrange's Interpolation Formula -- 6.10 Central Difference Formulas -- 6.10.1 Gauss's5 Interpolation Formulae -- 6.10.2 Stirling's6 Formula -- 6.10.3 Bessel7 Formula -- Exercise 6.3 -- Chapter 7: Curve Fitting -- 7.1 Introduction -- 7.1.1 Curve Fitting: Method of Least Squares -- 7.1.2 Some Standard Approximating Curves -- 7.2 Curve Fitting by the Method of Least Squares -- 7.2.1 Least Squares Straight Line Fit or Linear Regression -- 7.2.2 Least Squares Parabolic (Quadratic) Curve -- 7.2.3 Nonlinear Curves -- 7.3.2 Transcendental Curves -- 7.3 Curvilinear (or Nonlinear) Regression -- 7.3.1 Polynomial Regression -- 7.3.2 Transcendental Curves -- 7.4 Curve fitting by a Sum of Exponentials -- 7.5.1 Linear Weighted Least Squares Approximation -- 7.5.2 Nonlinear Weighted Least Squares Approximation -- 7.5 Weighted Least Squares Approximation -- 7.5.1 Linear Weighted Least Squares Approximation -- 7.5.2 Nonlinear Weighted Least Squares Approximation -- Exercise 7.1 -- Chapter 8: Numerical Differentiation and Integration -- 8.1 Introduction -- 8.1.1 Numerical Differentiation -- 8.1.2 Numerical Differentiation by Newton's Forward Interpolation Formula -- 8.1.3 Numerical Differentiation by Newton's Backward Interpolation Formula -- 8.1.4 Numerical Differentiation by Stirling's Formula -- 8.2 Errors in Numerical Differentiation -- 8.2.1 Truncation Error -- 8.2.2 Rounding Error…”
Libro electrónico -
1847Publicado 2016Tabla de Contenidos: “…Elisa: una periodista sefardí colaboradora del periódico de Salónica LA ÉPOCA a principios del siglo xx1 / La poetisa Esther Morguez Algranti de Esmirna y su poemario 9 EYLÜL / Gina Camhy: una primera aproximación a la vida y obra de la autora sefardí de Bosnia / Jamila Andjela Kolonomos: de las memorias al libro conmemorativo / La construcción de la identidad de género y de la identidad sefardí en las novelas autobiográficas de Rosa Nissán y Gordana KuiĆ / Palabras para el pasado. …”
Biblioteca Universitat Ramon Llull (Otras Fuentes: Universidad Loyola - Universidad Loyola Granada, Biblioteca de la Universidad Pontificia de Salamanca)Libro electrónico -
1848Publicado 2015Tabla de Contenidos: “…""7.4 Standard methods for the determination of Gâteaux derivatives""""7.5 Numerical evaluation and use of Gâteaux differentials""; ""7.6 Minimum of the energy""; ""7.7 Lagrange's multipliers""; ""7.8 Primal and dual problems""; ""7.9 Matlab® determination of minimum energy solutions""; ""7.10 First-order control problems""; ""7.11 Second-order control problems""; ""7.12 A variational approach for multiobjective optimization""; ""7.13 Matlab® implementation of the variational approach for biobjective optimization""; ""7.14 Exercises""; ""Bibliography""; ""Index""…”
Biblioteca Universitat Ramon Llull (Otras Fuentes: Universidad Loyola - Universidad Loyola Granada, Biblioteca de la Universidad Pontificia de Salamanca)Libro electrónico -
1849Publicado 2016Tabla de Contenidos: “…Maxima/Minima Problems -- 4.9. Lagrange Multipliers -- 5. Multiple Integration -- 5.1. …”
Libro electrónico -
1850
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1851
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1852
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1853
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1854
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1855
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1856
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1857Publicado 2006Tabla de Contenidos: “…Conjugate gradient method -- Extension to general (non-quadratic) functions -- Powell's conjugate direction method -- Quasi-Newton Methods -- Closure -- Exercises -- Chapter 24: Constrained Optimization -- Constraints -- Optimality Criteria -- Sensitivity -- Duality* -- Structure of Methods: An Overview* -- Penalty methods -- Primal methods -- Dual methods -- Lagrange methods -- Exercises -- Chapter 25: Linear and Quadratic Programming Problems* -- Linear Programming -- The simplex method -- General perspective -- Quadratic Programming -- Active set method -- Linear complementary problem -- A trust region method -- Duality -- Exercises -- Chapter 26: Interpolation and Approximation -- Polynomial Interpolation -- Lagrange interpolation -- Newton interpolation -- Limitations of single-polynomial interpolation -- Hermite interpolation -- Piecewise Polynomial Interpolation -- Piecewise cubic interpolation -- Spline interpolation -- Interpolation of Multivariate Functions -- Piecewise bilinear interpolation -- Piecewise bicubic interpolation -- A Note on Approximation of Functions -- Modelling of Curves and Surfaces* -- Exercises -- Chapter 27: Basic Methods of Numerical Integration -- Newton-Cotes Integration Formulae -- Mid-point rule -- Trapezoidal rule -- Simpson's rules -- Richardson Extrapolation and Romberg Integration -- Further Issues -- Exercises -- Chapter 28: Advanced Topics in Numerical Integration* -- Gaussian Quadrature -- Gauss-Legendre quadrature -- Weight functions in Gaussian quadrature -- Multiple Integrals -- Double integral on rectangular domain -- Monte Carlo integration -- Exercises -- Chapter 29: Numerical Solution of Ordinary Differential Equations -- Single-Step Methods -- Euler's method -- Improved Euler's method or Heun's method -- Runge-Kutta methods -- Practical Implementation of Single-Step Methods…”
Libro electrónico -
1858por García Hernández, Ana ElizabethTabla de Contenidos: “…3.10 Derivación implícita3.11 Derivadas parciales de orden superior; 3.12 Extremos relativos; 3.13 Matriz hessiana; 3.14 Método de los multiplicadores de Lagrange; 3.15 Operadores diferenciales; Problemas para resolver; Problema reto; Referencias bibliográficas; Referencias electrónicas; Unidad 4 Integrales de varias variables; 4.1 Integral definida; 4.2 Integrales múltiples; 4.3 Integral en coordenadas cilíndricas; 4.4 Aplicaciones geométricas y físicas de las integrales múltiples; 4.5 Momento de inercia; 4.6 Integrales de línea de campos escalares…”
Publicado 2014
Biblioteca Universitat Ramon Llull (Otras Fuentes: Universidad Loyola - Universidad Loyola Granada, Biblioteca de la Universidad Pontificia de Salamanca)Libro electrónico -
1859Publicado 1800Tabla de Contenidos: “…Le pardon de Ploërmel / de G. Meyerbeer ; arrangée par E. Leite (29 p.) .- 4. Ouverture de L ́Opera Martha / F. de Flotow (15 p.) .- 5. …”
Partitura -
1860Publicado 2021Tabla de Contenidos: “…8.2 Computerized Adaptive Testing -- An Overview 244 8.3 Item Selection 245 8.3.1 UnidimensionalComputerized Adaptive Testing (UCAT) 246 8.3.1.1 Fisher Information in IRT Model 246 8.3.1.2 Maximizing Fisher Information (MFI) and Its Limitations 248 8.3.1.3 Modifications toMFI 249 8.3.2 MultidimensionalComputerized Adaptive Testing (MCAT) 251 8.3.2.1 Two Conceptualizations of the Information Function in Multidimensional Space 252 8.3.2.2 SelectionMethods inMCAT 253 8.3.3 Bifactor IRT 256 8.4 Terminating an Adaptive Test 257 8.5 AdditionalConsiderations 258 8.6 An Example fromMental HealthMeasurement 260 8.6.1 The CAT-Mental Health 261 8.6.2 Discussion 264 9 Differential Item Functioning 267 9.1 Introduction 267 9.2 Types of DIF 268 9.3 TheMantel-Haenszel Procedure 270 9.4 Lord'sWald Test 271 9.5 LagrangeMultiplier Test 272 9.6…”
Libro electrónico