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GAUSS allows you to stay ahead of the curve by giving you the tools you need to modify our algorithms, or create the latest and greatest from the ground up. The GAUSS Platform provides a fully interactive environment for exploring data, performing calculations and analyzing results.

These interactive features speed up your workflow, while the exceptionally fast GAUSS analytics engine will speed up your computations. The GAUSS analytics engine has been designed to be extremely light-weight and efficient while making the most use of your hardware. Intuitive and powerful interactive and programmatic methods, make it easy to create beautiful and professional 2D and 3D graphics to analyze your data and present your findings.

Customizable programs that extend the GAUSS platform in the fields of econometrics, finance, risk analysis, statistics and more. See all the new features. Comprehensive Environment for Modeling and Analysis The GAUSS base platform is a complete analysis environment with the built-in tools you need for estimation, forecasting, simulation, visualization and more. Fully Customizable GAUSS allows you to stay ahead of the curve by giving you the tools you need to modify our algorithms, or create the latest and greatest from the ground up.

A K-Surface is a surface of constant negative Gaussian curvature. The initial Gauss map may be edited on the left. On the. JStatCom is a software framework that facilitates the creation of JAVA programs for data based analysis tasks in various domains.

It provides ways to call routines from specialized software packages, like Matlab, Gauss , Ox, and possibly. BetaDLL supports the development of geodetic software on various platforms. It provides a javascript interpreter an exception handling framework garbage collection automatic array management planar geometry rectangles, regions polygons rasterization, convex hull, smoothing, removal of crossings rasterization primitives matrices including linear system solver, Cholesky and LU decomposition, determinants, inversion, Gauss and Gauss-Jordan..

The EJS Linear Charge Gauss's Law model shows a Gaussian surface and allows for the measurement of the charge enclosed and surface area of the surface. Users can change the radius of the linear charge as well as the size of the Gaussian surface. Users can modify this simulation if Ejs is installed. Interpolation and Regression are fundamental and important calculations in mathematics. Newton and Mr. Gauss were engaged in-depth with numerical solutions for these problems.