Interpolation and Regression are fundamental and important calculations in mathematics. Mr. Newton and Mr. Gauss were engaged in-depth with numerical solutions for these problems. Today, there are improved algorithms, that can solve such tasks.
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isimSoftware Team
isimSoftware Interpolation Regression Software
Interpolation and Regression are fundamental and important calculations in mathematics. Mr. Newton and Mr. Gauss were engaged in-depth with numerical solutions for these problems. Today, there are improved algorithms, that can solve such tasks.
isimSoftware Interpolation Regression Software allows you to do such complex calculations just with some point-and-click. So this program is not only for mathematics and engineers. The applications are many and reach from education over science to productive use in your company: in example a meaningful sales forecast can be done in minutes.
Over this, the software offers some other functionality to do curve sketching, integration and statistics as well.
isimSoftware Interpolation Regression Software Features
new Loading and saving of projects
new Undo/Redo
new Recalculate
Calculates with arbitrary precision.
Easy graphical usage and state-of-the-art algorithms
Without a complicated scripting language you are able to do some complex calculations with simple point-and-click.
So this software targets both mathematicians and non-mathematicians
Modern algorithms give exact results
Comprehensive import functions import sampling points from many different formats and databases
Interpolation
Linear Interpolation
Cubic Splines
Akima Splines
Regression
Regression of arbitrary functions using:
LBFGS algorithm (quasi-Newton operation)
Levenberg-Marquardt algorithm
Curve Sketching
Numerical derivations, zero crossings, extreme values, inflection points
Crossings of two curves
Tangents
Integrals
Integrals between the x-axis and between two curves:
Romberg algorithm
Simpson algorithm
Statistics
Arithmetic mean value
Median
Trend
Correlation (Pearson and Spearman)
Function Plotter
Plotting of arbitrary function therms
Other Features
Cartesian coordinate system
Optional date/time values on the abscissa
Any number of graphs and value lists
Printing
Calculation and export of interpolated sample points