Plot complex points and mapped paths on iPad.
Use Complex 2D point or path mode to place values on the complex plane, follow a parameterized path, and optionally inspect how f(z) transforms it.
$12.99 one-time purchase in the U.S. App Store.
How does Complex 2D graphing work in Callie Pro?
Complex Point mode places an individual complex value. Complex Path mode traces a parameterized path over the complex plane and can apply an optional f(z) transform to the path.
Use the visible real and imaginary axes plus supported trace readouts to connect the geometry back to exact complex values.
Define the complex object, then inspect the mapping.
- 1
Choose Complex 2D
Change the graph type and select the complex point or complex path form that matches the problem.
- 2
Enter a point or path
For a point, enter the complex value. For a path, enter the supported real and imaginary parameter expressions and their domain.
- 3
Apply f(z) only when needed
Use the optional transform field to study how a function maps the original path.
- 4
Trace the result
Move through the supported path and read the corresponding complex position instead of relying only on the drawn line.
Try a concrete case.
A path around the unit circle
Define a closed complex path and inspect how an optional transform changes its shape and position.
From path to surface
When height over the complex plane becomes useful, continue into Complex 3D rather than overloading the 2D view.
Continue in the definitive manual.
These links open the exact Callie Pro guide sections used as the factual source for this tutorial.
Open the complete manual section.
Read in the manual Complex Point ModeOpen the exact subject in the complete user guide.
Read in the manual Complex Path ModeOpen the exact subject in the complete user guide.
Read in the manual Optional f(z) TransformOpen the exact subject in the complete user guide.
Read in the manualGet Callie Pro for iPad.
$12.99 one-time purchase in the U.S. App Store.