Euclidean2DPosition

Constant values and utility methods for Euclidean2DPosition.

Computes the angle with atan2(y, x).

Finds the magnitude of a vector.

Origin.

Computes the angle in radians between two vectors.

Given a range, produces N coordinates, representing the N opposite vertices of the hypercube having the current coordinate as center and circumscribing the N-sphere defined by the range. In the case of two dimensional coordinates, it must return the opposite vertices of the square circumscribing the circle with center in this position and radius range.

Performs a coercion at least and at most.

Computes the distance between this position and another compatible position.

Division by a Double.

Computes the dot product between two vectors.

Builds a new Vector from the provided coordinates.

The coordinate of this vector in the specified dimension relatively to the basis its space is described with.

Allows to access the value of a coordinate.

Checks whether the given point is inside a rectangular region described by an origin point and width and height values (only positive).

Same as minus, with the internal representation of other.

Considers both positions as vectors, and returns the difference between this position and the passed one.

Creates a new Vector2D with the same type of the current one with different x and y.

Find the normal of a vector.

Same as plus, with the internal representation of other.

Considers both positions as vectors, and sums them.

Creates a list of count points equally spaced in the circle of given radius with center in this vector.

Computes a point which is at a certain distance and angle (expressed as a versor centered in this node) from this one.

Computes a point which is at a certain distance and angle (in radians) from this one.

Multiplication by a Double.

Prints the coordinates.