Clear Memory: Clear canvas and memory
and Initialize conditions.
Split Control Points: Split/Collapse
control points of B-Spline curve.
Open New Window: Open/Close the new
application of program.
Basic Properties: Open/Close the
Basic Properties window.
Close Basic Properties Window: Close the
Basic Properties window.
Control Points Visible: Set
true/false the visibility of the control points.
Normal Visible: Visualize the normal
vector of the curve.
Curvature Normals Visible: Visualize
the curvature normal vector of the curve.
Tangent Visible: Visualize the
tangent vector of the curve.
Curves: Open/Close the Curves window.
Close Curves Window : Close Curves window.
Initial Curve Color: Set true/false
the coloring the curve.
Osculating Circles: Visualize the osculating circles.
Moving osculating circle: The
interactive user interface will appear to select an osculating point.
Offset Curves: Visualize the offset curves.
Moving Offset Curve: The
interactive user interface will appear to manipulate size of
normal of initial curve for constructing offset curve.
Family of Normals: Visualize the family of curve normals.
Moving Normal: The
interactive user interface will appear to select a location of the
normal.
Evolute: Visualize the evolute curve.
Orthotomic Curve: Visualize the orthotomic curve and Appear
the interactive user interface which decide the location of the
light source point.
Family of Orthotomic Normals: Visualize the family of
orthotomic curve normals and Appear
the interactive user interface which decide the location of the
light source point.
Caustics: Visualize the caustic curve and Appear
the interactive user interface which decide the location of the
light source point.
Evolutions: Open/Close the Evolutions window.
Close Evolution Window: Close the Evolution window.
Curvature Driven F = k: Visualize the family of evolving
curves whose evolution depends on the curvature-driven curve
deformations technique (F = k).
trace k minima F = k: Visualize the locus of the local
positive/negative curvature maxima/minima whose evolution depends on the curvature-driven curve
deformations technique (F = k).
Curvature Driven F = -2.0 + k: Visualize the family of evolving
curves whose evolution depends on the curvature-driven curve
deformations technique (F = -2.0 + k).
trace k minima F = -2.0 + k: Visualize the locus of the local
positive/negative curvature maxima/minima whose evolution depends on the curvature-driven curve
deformations technique (F = -2.0 + k).
Laplacian Flow: Visualize the family of evolving
curves whose evolution depends on the Laplacian Flow.
trace k minima laplace: Visualize the locus of the local
positive/negative curvature maxima/minima whose evolution depends on the Laplacian Flow.
Distance Function Flow: Visualize the family of evolving
curves whose evolution depends on the Distance Function Flow.
trace k minima contour: Visualize the locus of the local
positive/negative curvature maxima/minima whose evolution depends on the Distance Function Flow.
Skeletons: Open/Close the Skeletons window.
Close Skeletons Window: Close the Skeletons window.
Skeleton via bi-tangent circles: Visualize the skeleton via
the bi-tangent circles.
Moving bi-tangent circle: The
interactive user interface will appear to select the osculating
points of one.
bi-tangent circle: Visualize the bi-tangent circles.
normal to skeleton: Visualize the normal vector to the skeleton.
center of bi-tangent: Visualize the center point of the skeleton.
Skeleton via Voronoi diagram Visible: Visualize the skeleton via Voronoi diagram.
Voronoi diagram Visible: Visualize the Voronoi diagram.
Center: Initialize the virtual center point.
Init Zoom: Initialize the virtual scale value.
Pick: On the picking the control points and interactive user
interface mode.
Move: On the moving the virtual center point mode.
Zoom: On the zooming the virtual scale value mode.