| Class | Description |
|---|---|
| E10Mtx |
Example for the solution of the least squares problem with constraints
|
| E1Anova |
Example demonstrating the use of class AnanysisOfVariance
|
| E1Distrib |
Example simulating empirical frequency and demonstrating statistical fluctuations using method DatanRandom.ecuy
|
| E1Gr |
Example demonstrating the basic methods of class DatanGrphics
|
| E1Lsq |
Example demonstrating the fit of polynomials of different degrees to dat
|
| E1MaxLike |
Example simulating decay times and determining mean life by maximum likelihood
|
| E1Min |
Example demonstrating the use of various minimization methods
|
| E1Mtx |
Examples for simple matrix and vector operations
|
| E1Random |
Example for the creation of random numbers
|
| E1Reg | |
| E1Sample |
Example drawing a sample from the standard noraml distribution and computing various sample quantities
|
| E1Test |
Example simulating 2 Gaussian samples and performing an F-test for equality of variances
|
| E1TimSer |
Example demonstrating a time series analysis
|
| E2Anova |
Example performing an analysis of variance on simulated data
|
| E2Distrib |
Example simulating the experiment by Rutherford and Geiger on the statistical nature of radioactive decays
|
| E2Gr |
Example demonstrating the use of method DatanGraphics.drawMark
|
| E2Lsq |
Example demonstrating the fit of a linear function to data
|
| E2MaxLike |
Example estimating by the maximum-likelihood method the parameters of a bivariate Gaussian
|
| E2Min |
Example demonstrating the use of class MinCov by fitting a Gaussian to small sample and determining errors of parameters by MinCov
|
| E2Mtx |
Examples for manipulation of submatrices and subvectors
|
| E2Random |
Example creating points fluctuating about a straight line, using the method DatanRandom.line
|
| E2Reg | |
| E2Sample |
Example demonstrating the use of the classes Histogram and GraphicsWithHistogram
|
| E2Test |
Example simulating a Gaussian sample and performing a t-test on its mean
|
| E2TimSer |
Example demonstrating atime series analysis
|
| E3Distrib |
Example simulating simulating Galton's board and demonstratng statistical fluctuation
|
| E3Gr |
Example demonstrating use of method DatanGraphics.drawPoint
|
| E3Lsq |
Example demonstrating the fit of a nonlinear function to data
|
| E3Min |
Example demonstrating the use of class MinAsy by fitting a Gaussian to small sample and determining the asymmetric errors of parameters by MinAs
|
| E3Mtx |
Examples for use of Givens transformations
|
| E3Random |
Example simulating decay times for a radioactive source with two components using the method DatanRandom.radio
|
| E3Reg | |
| E3Sample |
Example producing a random sample from a bivariate Gaussian distribution and presenting it in a 2D scatter diagram
|
| E3Test |
Example simulating chi-squared tests of measurements
|
| E4Gr |
Example for the use of method DatanGraphics.drawContour
|
| E4Lsq |
Example demonstrating the fit of a nonlinear function to data
|
| E4Min |
Example performing the fit of a Gaussian to a histogram
|
| E4Mtx |
Examples for use of Householder transformations
|
| E4Random |
Example producing a random sample from a bivariate Gaussian distribution
|
| E4Reg | |
| E4Sample |
Example demonstrating the use of the class SmallSample to compute confidence limits on the Poisson parameter in the presence of background
|
| E5Gr |
Example demonstrating the use of methods DatanGrphics.drawCoordinateCross and DatanGrphics.setParametersForScale
|
| E5Lsq |
Example demonstrating the fit of a nonlinear function to data using LsqMar
|
| E5Mtx |
Examples for solving matrix equations
|
| E5Sample |
Example demonstrating the use of the class SmallSample to compute confidence limits on the ratio of signal and reference events in the presence of background
|
| E6Gr |
Example for the use of class GraphicsWithHistogramAndPolyline
|
| E6Lsq |
Example demonstrating the general case of least squares fitting
|
| E6Mtx |
Examples for Cholesky decomposition and inversion
|
| E6Sample |
Example simulating experiments with few events and background
|
| E7Gr |
Example for the use of class GraphicsWithDataPointsAndPolyline
|
| E7Lsq |
Example demonstrating the general case of least squares fitting, one unknown fixed
|
| E7Mtx |
Examples for computation of psudoinverse of a square matrix
|
| E7Sample |
Example simulating experiments with few signal events and with reference events
|
| E8Gr |
Example for the use of classes GraphicsWithDataPointsAndPolyline and GraphicsWithDataPointsAndMultiplePolylines
|
| E8Lsq |
Example demonstrating the the problem of constrained measurements
|
| E8Mtx |
Examples for the solution of matrix equations by singular value decomposition
|
| E9Lsq |
Example demonstrating the general case of least squares fitting, including plot of parameter plane with confidence region and asymmetric errors.
|
| E9Mtx |
Example for use of Marquardt's method in connection with singular value decomposition
|
| FunctionsDemo |
Class demonstrating the computation of various functions of mathematical statistics, of the gamma function and related functions
|