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	Interface	Description
	IIsometry	This interface provides a common definition for isometries in any Hyperbolic Model.
	IModel	A common interface to the geometric model typically used for Non-Euclidean layouts The implementation is a rewrite of Jens Kanschik's Hypergraph implementation in Java.
	IPoint	Represents a generic point in any geometry.
	IProjector	This interface defines the functionality of a projector, which is used to map points in Display Geometry (Screen) to those in Non-Euclidean Space (Hyperbolic Geometry).
	IVector	Represents a generic vector in any geometry.

	Class	Description
	BaseModel	This class provides a skeleton implementation of the Model interface to minimize the effort to implement a new model.
	ComplexNumber	Implements a complex number as a point and certain common methods for complex geometry.
	ComplexVector	This is an implementation of the interface IVector for the complex plane, i.e.
	PoincareIsometry	This class implements IIsometry for the Poincare hyperbolic model.
	PoincareModel	This class implements the Poincare model, which is used for Hyperbolic (Non-Euclidean) layout.
	PoincareProjector	This class implements the IProjector, using Poincare model to map points in Display Geometry (Screen) to those in Non-Euclidean Space (Hyperbolic Geometry).