src/main/java/de/orat/math/cga/impl1/CGA1Multivector.java
public static CGA1Multivector createPlane(Vector3d n, double d){
        return new CGA1Multivector(Multivector.createBasisVector(1,n.x)
            .add(Multivector.createBasisVector(2,n.y))
            .add(Multivector.createBasisVector(3,n.z))
            .add(Multivector.createBasisVector(4,d)));
    }
/**
     * Create plane in inner product null space representation (grade 1 multivector).
     * 
     * Be careful: This corresponds to dual plane in Dorst2007.
     * 
     * @param n normal vector of the plane
     * @param d distance of the plane to the origin
     * @return conformal plane in inner product null space representation (e1, e2, e3, einfM).
     */
Create plane in inner product null space representation (grade 1 multivector).

Be careful: This corresponds to dual plane in Dorst2007.

@param n normal vector of the plane
@param d distance of the plane to the origin
@return conformal plane in inner product null space representation (e1, e2, e3, einfM).
Create plane in inner product null space representation ( grade 1 multivector ) . Be careful : This corresponds to dual plane in Dorst2007 . @param n normal vector of the plane @param d distance of the plane to the origin @return conformal plane in inner product null space representation ( e1 e2 e3 einfM ) .
public static CGA1Multivector createPlane(Vector3d n, double d){
        return new CGA1Multivector(Multivector.createBasisVector(1,n.x)
            .add(Multivector.createBasisVector(2,n.y))
            .add(Multivector.createBasisVector(3,n.z))
            .add(Multivector.createBasisVector(4,d)));
    }
public static CGA1Multivector createPlane ( Vector3d n , double d ) { return new CGA1Multivector ( Multivector . createBasisVector ( 1 , n . x ) . add ( Multivector . createBasisVector ( 2 , n . y ) ) . add ( Multivector . createBasisVector ( 3 , n . z ) ) . add ( Multivector . createBasisVector ( 4 , d ) ) ) ; }
Create plane in inner product null space representation (grade 1 multivector).
Create plane in inner product null space representation ( grade 1 multivector ) .