object EuclideanVector
Linear Supertypes
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- implicit val Vector_1DVectorizer: VectorVectorizer[_1D]
- implicit val Vector_2DVectorizer: VectorVectorizer[_2D]
- implicit val Vector_3DVectorizer: VectorVectorizer[_3D]
- def apply(x: Double, y: Double, z: Double): EuclideanVector[_3D]
- def apply(x: Double, y: Double): EuclideanVector[_2D]
- def apply(x: Double): EuclideanVector[_1D]
- def apply[D](d: Array[Double])(implicit arg0: NDSpace[D], builder: Create[D]): EuclideanVector[D]
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- def fromBreezeVector[D](breeze: DenseVector[Double])(implicit arg0: NDSpace[D]): EuclideanVector[D]
- def fromPolar(r: Double, phi: Double): EuclideanVector[_2D]
create a Cartesian vector from polar coordinates
create a Cartesian vector from polar coordinates
- r
radial distance, 0 .. infinity
- phi
azimuth, 0 .. 2*Pi
- def fromSpherical(r: Double, theta: Double, phi: Double): EuclideanVector[_3D]
create a Cartesian vector from spherical coordinates
create a Cartesian vector from spherical coordinates
- r
radial distance, 0 .. infinity
- theta
inclination, 0 .. Pi
- phi
azimuth, 0 .. 2*Pi
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- implicit def parametricToConcrete1D(p: EuclideanVector[_1D]): EuclideanVector1D
- implicit def parametricToConcrete2D(p: EuclideanVector[_2D]): EuclideanVector2D
- implicit def parametricToConcrete3D(p: EuclideanVector[_3D]): EuclideanVector3D
- implicit def spireVectorSpace[D](implicit arg0: NDSpace[D]): VectorSpace[EuclideanVector[D], Double]
spire VectorSpace implementation for Vector
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- def zeros[D](implicit arg0: NDSpace[D], builder: Create[D]): EuclideanVector[D]
- object implicits