Uses of Package
com.imsl.math
Packages that use com.imsl.math
Package
Description
Utilities used by the library.
Data mining and machine learning.
Neural networks.
Mathematical functions and algorithms.
Statistical methods.
Probability distributions and parameter estimation.
Math examples.
Statistics examples.
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Classes in com.imsl.math used by com.imsl
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Classes in com.imsl.math used by com.imsl.datamining
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Classes in com.imsl.math used by com.imsl.datamining.neuralClassDescriptionPublic interface for the user supplied function to the
MinUnconMultiVarobject.Public interface for the user supplied gradient to theMinUnconMultiVarobject. -
Classes in com.imsl.math used by com.imsl.mathClassDescriptionFalse convergence - The iterates appear to be converging to a noncritical point.Public interface for the user-supplied function to evaluate the function that defines the least-squares problem.Public interface for the user-supplied function to compute the Jacobian.Maximum number of iterations exceeded.BSpline represents and evaluates univariate B-splines.The matrix is not symmetric, positive definite.Set of mathematical functions for complex numbers.Collection of complex Eigen System functions.The iteration did not converge.Indicates which matrix type is used.The matrix is not Hermitian, positive definite.Data structures and functions for the numeric Cholesky factor.Data structures and functions for the symbolic Cholesky factor.Sparse matrix of type
Complex.TheSparseArrayclass uses public fields to hold the data for a sparse matrix in the Java Sparse Array format.Singular Value Decomposition (SVD) of a rectangular matrix of typeComplex.The iteration did not convergePublic interface for the user supplied function toConjugateGradient.The conjugate gradient method did not converge within the allowed maximum number of iterations.The input matrix A is indefinite, that is the matrix is not positive or negative definite.The Jacobi preconditioner is not strictly positive or negative definite.The Precondition matrix is indefinite.The Precondition matrix is singular.Too many iterations.All constraints are not satisfied.The bounds given are inconsistent.The algorithm appears to be cycling.The problem has multiple solutions giving essentially the same minimum.No acceptable pivot could be found.The LP problem has no constraints.The problem is unbounded.The problem is vacuous.Some constraints were discarded because they were too linearly dependent on other active constraints.The iteration did not convergePublic interface for user supplied boundary coefficients and terminal condition the PDE must satisfy.The boundary conditions are inconsistent.The constraints are inconsistent.Corrector failed to converge.Error test failure detected.Public interface for non-zero forcing term in the Feynman-Kac equation.The constraints at the initial point are inconsistent.Public interface for adjustment of initial data or as an opportunity for output during the integration steps.Iteration matrix is singular.Public interface for user supplied PDE coefficients in the Feynman-Kac PDE.The end value for the integration in time, tout, is not consistent with the current time value, t.The current integration point in time and the end point are equal.Distance between starting time point and end point for the integration is too small.Tolerance is too small.Too many iterations required by the DAE solver.Public interface for the user supplied function toGenMinRes.Maximum number of iterations exceeded.Public interface for the user supplied function to theGenMinResobject used for the inner product when the Gram-Schmidt implementation is used.Public interface function for the HyperRectangleQuadrature class.Deprecated.Deprecated.Deprecated.Deprecated.Indicates which matrix type is used.The equality constraints are inconsistent.No vector x satisfies all of the constraints.the variables are determined by the equality constraints.Public interface for the user-supplied function to evaluate the function to be minimized.The equality constraints and the bounds on the variables are found to be inconsistent.Penalty function point infeasible for original problem.Constraint evaluation returns an error with current point.Public interface for the user supplied function to theMinConNLPobject.Problem is singular or ill-conditioned.Limiting accuracy reached for a singular problem.Working set gradients are linearly dependent.No acceptable stepsize in [SIGMA,SIGLA].Objective evaluation returns an error with current point.Penalty function point infeasible.QP problem seemingly infeasible.Problem is singular.Termination criteria are not satisfied.Maximum number of iterations exceeded.Working set is singular in dual extended QP.Deprecated.Deprecated.MinConNonlinhas been replaced byMinConNLP.Deprecated.MinConNonlinhas been replaced byMinConNLP.Deprecated.MinConNonlinhas been replaced byMinConNLP.Deprecated.MinConNonlinhas been replaced byMinConNLP.Deprecated.MinConNonlinhas been replaced byMinConNLP.Public interface for the user supplied function to theMinUnconobject.False convergence error; the iterates appear to be converging to a noncritical point.Public interface for the user supplied function to theMinUnconMultiVarobject.Public interface for the user supplied gradient to theMinUnconMultiVarobject.Maximum number of iterations exceeded.Five consecutive steps of the maximum allowable stepsize have been taken, either the function is unbounded below, or has a finite asymptote in some direction or the maximum allowable step size is too small.Public interface for the user-supplied function to evaluate the objective function of the minimization problem.Public interface for the user supplied function to theNonlinLeastSquaresobject.Too many iterations.Maximum number of iterations has been exceeded.Maximum time allowed for solve is exceeded.Public interface function.ODE represents and solves an initial-value problem for ordinary differential equations.The iteration did not converge within the maximum number of steps allowed (default 500).Public interface for user supplied function toOdeAdamsGearobject.Maximum function evaluations exceeded.The interpolation matrix is singular.Tolerance is too small or the problem is stiff.The iteration did not converge within the maximum number of steps allowed (default 500).Public interface for user supplied function toOdeRungeKuttaobject.Tolerance is too small or the problem is stiff.Return the value of various mathematical and physical constants.Matrix printing utilities.This class can be used to customize the actions of PrintMatrix.The system of constraints is inconsistent.No solution for the LP problem with h = 0 was found byDenseLP.The objective value for the problem is unbounded.A solution was not found.Public interface function for the Quadrature class.Public interface for the user supplied function to theRadialBasisobject.The matrix is singular.The matrix is not symmetric, positive definite.The numeric Cholesky factorization of a matrix.The symbolic Cholesky factorization of a matrix.The Cholesky factorization failed because of accuracy problems.A diagonal element of the diagonal weight matrix is too small.The dual problem is infeasible.The lower bound is greater than the upper bound.One or more LP variables are falsely characterized by the internal presolver.One or more LP variables are falsely characterized by the internal presolver.The initial solution for the one-row linear program is infeasible.The primal problem is infeasible.The primal problem is unbounded.The problem is unbounded.The maximum number of iterations has been exceeded.A column of the constraint matrix has no entries.A row of the constraint matrix has no entries.Sparse matrix of typedouble.TheSparseArrayclass uses public fields to hold the data for a sparse matrix in the Java Sparse Array format.Spline represents and evaluates univariate piecewise polynomial splines.Represents and evaluates tensor-product splines.The iteration did not convergeSolves a Transportation problem.Indicates which algorithm is used to solve the transportation problem.Maximum number of iterations exceeded.An unexpected error occurred.Deprecated.ZeroFunctionhas been replaced byZerosFunction.The iteration did not convergePublic interface for the user supplied function toZerosFunction.The iteration did not converge.Public interface for user supplied function toZeroSystemobject.Tolerance too smallToo many iterations. -
Classes in com.imsl.math used by com.imsl.statClassDescriptionCholesky factorization of a matrix of type
double.The matrix is not symmetric, positive definite.The matrix is singular.The iteration did not convergeThe iteration did not converge -
Classes in com.imsl.math used by com.imsl.stat.distributionsClassDescriptionPenalty function point infeasible for original problem.Constraint evaluation returns an error with current point.Problem is singular or ill-conditioned.Limiting accuracy reached for a singular problem.Working set gradients are linearly dependent.No acceptable stepsize in [SIGMA,SIGLA].Objective evaluation returns an error with current point.Penalty function point infeasible.QP problem seemingly infeasible.Problem is singular.Termination criteria are not satisfied.Maximum number of iterations exceeded.Working set is singular in dual extended QP.The matrix is singular.
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Classes in com.imsl.math used by com.imsl.test.example.mathClassDescriptionThe iteration did not converge.The iteration did not convergePublic interface for the user supplied function to
ConjugateGradient.Public interface for the user supplied function toConjugateGradientused for preconditioning.The iteration did not convergePublic interface for the user supplied function toGenMinRes.Public interface for the user supplied function to theGenMinResobject used for the norm \( \Vert X \Vert \) when the Gram-Schmidt implementation is used.Public interface for the user supplied function toGenMinResused for preconditioning.Public interface for the user supplied function to theGenMinResobject used for the inner product when the Gram-Schmidt implementation is used.Public interface for the user supplied function to theMinConNLPobject.Public interface for the user supplied function to compute the gradient forMinConNLPobject.Public interface for the user supplied function to theMinUnconobject.Public interface for the user supplied function to theMinUnconobject.Too many iterations.Compute the Jacobian matrix for a function \(f(y)\) with m components in n independent variables.Public interface function.This class can be used to customize the actions of PrintMatrix.Public interface for the user supplied function to theRadialBasisobject.The matrix is singular.The matrix is not symmetric, positive definite.The iteration did not convergeThe iteration did not converge -
Classes in com.imsl.math used by com.imsl.test.example.statClassDescriptionPublic interface for the user supplied function to the
MinUnconMultiVarobject.
MinConNonlinhas been replaced byMinConNLP.