Visualization
visualize multidimensional differential objects and manipulate your visualizations through user interface.

DG Library
get access to differential geometry library of over 580 objects for differential geometry and its applications.

Atlas Palette
extend you keyboard, get immidiate access to DG Library, visualize and generate the code just clicking the button.

Differential geometry
atlas package allows you concentrate on the differential geometry problem not on the programming.

No programming just differential geometry
atlas package allows you concentrate on the differential geometry problem not on the programming.

No ugly output just standard notation
atlas package uses standard differential geometry notations (exterior derivative, Lie derivative, interior product etc.

Single solving path
with the atlas package you always have one and the same solving path. It keeps your time and makes the solving really fast.

Atlas 2D/3D Wizard
useful Maplet which generates atlas package Maple code to solve typical 2D and 3D differential geometry problems.

Functions analytical approximation
function can has arbitrary number of parameters
function can be approximated on symbolic interval of the approximation

Initial value problems
LDE coefficients, initial conditions and interval of the approximation can be symbolical expressions...

Boundary value problems
Homogeneous BVP and non homogeneous BVP Automatic definition of eigenvalue variable name for homogeneous BVP...

Regular singular points
LDE can have regular singular points (RSP) in the interval of the approximation.

Functions analytical approximation
function can has arbitrary number of parameters
function can be approximated on symbolic interval of the approximation

Initial value problems
LDE coefficients, initial conditions and interval of the approximation can be symbolical expressions...

Boundary value problems
Homogeneous BVP and non homogeneous BVP Automatic definition of eigenvalue variable name for homogeneous BVP...

Regular singular points
LDE can have regular singular points (RSP) in the interval of the approximation.