Uses of Class
com.irurueta.numerical.integration.Integrator
Packages that use Integrator
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Uses of Integrator in com.irurueta.numerical.integration
Subclasses of Integrator in com.irurueta.numerical.integrationModifier and TypeClassDescriptionclassComputes function integration by using double exponential quadrature.classComputes function integration by using an infinity mid-point quadrature.classComputes function integration by using Lower Square Root mid-point quadrature when lower bound integration bound lies at a function singularity.classComputes function integration by using Mid-Point quadrature up to desired accuracy.classQuadratureIntegrator<T extends Quadrature>Integrates functions given a quadrature implementation up to desired accuracy.classComputes function integration by using Romberg's method and double exponential quadrature.classComputes function integration by using Romberg's method and exponential quadrature.classComputes function integration by using Romberg's method and Infinity mid-point quadrature.classRombergIntegrator<T extends Quadrature>Base integrator for implementations based on Romberg's method.classComputes function integration by using Romberg's method and Lower Square Root Mid-Point Quadrature when lower integration bound lies at a function singularity.classComputes function integration by using Romberg's method and Mid-Point Quadrature.classComputes function integration by using Romberg integration.classComputes function integration by using Romberg's method and Upper Square Root Mid-Point Quadrature when upper integration bound lies at a function singularity.classComputes function integration by using Simpson's method and double exponential quadrature.classComputes function integration by using Simpson's rule and infinity mid-point quadrature.classSimpsonIntegrator<T extends Quadrature>Base integrator for implementations based on Simpson's method.classComputes function integration by using Simpson's rule and Lower Square Root mid-point quadrature when lower integration bound lies at a function singularity.classComputes function integration by using Simpson's rule and mid-point quadrature.classComputes function integration by using Simpson's rule and trapezoidal quadrature.classComputes function integration by using Simpson's rule an Upper Square Root mid-point quadrature when upper integration bound lies at a function singularity.classComputes function integration by using Trapezoidal quadrature up to desired accuracy.classComputes function integration by using an Upper Square Root mid-point quadrature when upper integration bound lies at a function singularity.Methods in com.irurueta.numerical.integration that return IntegratorModifier and TypeMethodDescriptionstatic IntegratorIntegrator.create(double a, double b, SingleDimensionFunctionEvaluatorListener listener) Creates an integrator using default integrator and quadrature types with default accuracy.static IntegratorIntegrator.create(double a, double b, SingleDimensionFunctionEvaluatorListener listener, double eps) Creates an integrator using default integrator and quadrature types.static IntegratorIntegrator.create(double a, double b, SingleDimensionFunctionEvaluatorListener listener, double eps, IntegratorType integratorType) Creates an integrator using provided integrator type and using default quadrature type.static IntegratorIntegrator.create(double a, double b, SingleDimensionFunctionEvaluatorListener listener, double eps, IntegratorType integratorType, QuadratureType quadratureType) Creates an integrator using provided integrator and quadrature types.static IntegratorIntegrator.create(double a, double b, SingleDimensionFunctionEvaluatorListener listener, IntegratorType integratorType) Creates an integrator using provided integrator type with default accuracy and using default quadrature type.static IntegratorIntegrator.create(double a, double b, SingleDimensionFunctionEvaluatorListener listener, IntegratorType integratorType, QuadratureType quadratureType) Creates an integrator using provided integrator and quadrature types with default accuracy.