Package com.irurueta.numerical.integration
package com.irurueta.numerical.integration
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ClassDescriptionInterface to define how matrix (multivariate) single dimension functions can be evaluated in Double Exponential Rule Quadrature function integrators.Implementation of quadrature using double exponential, which allows integration with a variable transformation.Implementation of quadrature using double exponential, which allows integration with a variable transformation.Computes function integration by using double exponential quadrature.Computes matrix function integration by using double exponential quadrature.Interface to define how single dimension functions can be evaluated in Double Exponential Rule Quadrature function integrators.This is an exact replacement for MidPointMatrixQuadrature, except that upper limit is assumed to be infinite.This is an exact replacement for MidPointQuadrature, except that upper limit is assumed to be infinite.This is an exact replacement for MidPointQuadrature i.e., returns the nth stage of refinement of the integral of a function from "a" to "b", except that the function is evaluated at evenly spaced points in 1=x rather than in "x".This is an exact replacement for MidPointQuadrature i.e., returns the nth stage of refinement of the integral of a function from "a" to "b", except that the function is evaluated at evenly spaced points in 1=x rather than in x.Computes function integration by using an infinity mid-point quadrature.Computes matrix (multivariate) function integration by using an infinity mid-point quadrature.Exception raised when function integration fails.Integrates single dimension functions over a specified interval.Indicates type of integrator.This is an exact replacement for MidPointMatrixQuadrature, except that it allows for an inverse square-root singularity in the integrand at the lower limit "a".This is an exact replacement for MidPointQuadrature, except that it allows for an inverse square-root singularity in the integrand at the lower limit "a".Computes function integration by using Lower Square Root mid-point quadrature when lower bound integration bound lies at a function singularity.Computes function integration by using Lower Square Root mid-point quadrature when lower bound integration bound lies at a function singularity.Integrates single dimension matrix (multivariate) functions over a specified interval.Abstract base class for elementary matrix quadrature algorithms used for matrix (multivariate) single dimension function integration.Interface to define how matrix (multivariate) single dimension functions can be evaluated.Implementation of matrix quadrature using mid-point algorithm.Implementation of quadrature using mid-point algorithm.Computes function integration by using Mid-Point quadrature up to desired accuracy.Computes single dimension matrix (multivariate) function integration by using Mid-Point quadrature up to desired accuracy.Abstract base class for elementary quadrature algorithms used for function integration.QuadratureIntegrator<T extends Quadrature>Integrates functions given a quadrature implementation up to desired accuracy.QuadratureMatrixIntegrator<T extends MatrixQuadrature>Integrates matrix (multivariate) single dimension functions given a quadrature implementation up to desired accuracy.Indicates type of quadrature.Computes function integration by using Romberg's method and double exponential quadrature.Computes function integration by using Romberg's method and double exponential quadrature.Computes function integration by using Romberg's method and exponential quadrature.Computes function integration by using Romberg's method and exponential quadrature.Computes function integration by using Romberg's method and Infinity mid-point quadrature.Computes function integration by using Romberg's method and Infinity mid-point quadrature.RombergIntegrator<T extends Quadrature>Base integrator for implementations based on Romberg's method.Computes function integration by using Romberg's method and Lower Square Root Mid-Point Quadrature when lower integration bound lies at a function singularity.Computes function integration by using Romberg's method and Lower Square Root Mid-Point Quadrature when lower integration bound lies at a function singularity.RombergMatrixIntegrator<T extends MatrixQuadrature>Base integrator for implementations based on Romberg's method.Computes function integration by using Romberg's method and Mid-Point Quadrature.Computes function integration by using Romberg's method and Mid-Point Quadrature.Computes function integration by using Romberg integration.Computes matrix function integration by using Romberg integration.Computes function integration by using Romberg's method and Upper Square Root Mid-Point Quadrature when upper integration bound lies at a function singularity.Computes function integration by using Romberg's method and Upper Square Root Mid-Point Quadrature when upper integration bound lies at a function singularity.Computes function integration by using Simpson's method and double exponential quadrature.Computes function integration by using Simpson's method and double exponential quadrature.Computes function integration by using Simpson's rule and infinity mid-point quadrature.Computes function integration by using Simpson's rule and infinity mid-point quadrature.SimpsonIntegrator<T extends Quadrature>Base integrator for implementations based on Simpson's method.Computes function integration by using Simpson's rule and Lower Square Root mid-point quadrature when lower integration bound lies at a function singularity.Computes function integration by using Simpson's rule and Lower Square Root mid-point quadrature when lower integration bound lies at a function singularity.SimpsonMatrixIntegrator<T extends MatrixQuadrature>Base integrator for implementations based on Simpson's method.Computes function integration by using Simpson's rule and mid-point quadrature.Computes function integration by using Simpson's rule and mid-point quadrature.Computes function integration by using Simpson's rule and trapezoidal quadrature.Computes matrix function integration by using Simpson's rule and trapezoidal quadrature.Computes function integration by using Simpson's rule an Upper Square Root mid-point quadrature when upper integration bound lies at a function singularity.Computes function integration by using Simpson's rule an Upper Square Root mid-point quadrature when upper integration bound lies at a function singularity.Implementation of matrix quadrature using trapezoidal algorithm.Implementation of quadrature using trapezoidal algorithm.Computes function integration by using Trapezoidal quadrature up to desired accuracy.Computes single dimension matrix (multivariate) function integration by using Trapezoidal quadrature up to desired accuracy.This is an exact replacement for MidPointMatrixQuadrature, except that it allows for an inverse square-root singularity in the integrand at the upper limit b.This is an exact replacement for MidPointQuadrature, except that it allows for an inverse square-root singularity in the integrand at the upper limit b.Computes function integration by using an Upper Square Root mid-point quadrature when upper integration bound lies at a function singularity.Computes function integration by using an Upper Square Root mid-point quadrature when upper integration bound lies at a function singularity.