Clifford
v1.0.0
Installation
Quick Start (G2)
The Algebra Of Space (G3)
Rotations in Space: Euler Angles, Matrices, and Quaternions
Conformal Geometric Algebra
Space Time Algebra
Interfacing Other Mathematical Systems
Predefined Geometric Algebras
Writing high(ish) performance code with Clifford and Numba via Numpy
Example 1 Interpolating Conformal Objects
Example 2 Clustering Geometric Objects
Classes
clifford.MultiVector
clifford.MultiVector.blades_list
clifford.MultiVector.even
clifford.MultiVector.odd
clifford.MultiVector.__init__
clifford.MultiVector.adjoint
clifford.MultiVector.anticommutator
clifford.MultiVector.basis
clifford.MultiVector.clean
clifford.MultiVector.commutator
clifford.MultiVector.conjugate
clifford.MultiVector.dual
clifford.MultiVector.gradeInvol
clifford.MultiVector.grades
clifford.MultiVector.inv
clifford.MultiVector.invPS
clifford.MultiVector.isBlade
clifford.MultiVector.isScalar
clifford.MultiVector.join
clifford.MultiVector.lc
clifford.MultiVector.leftInv
clifford.MultiVector.leftLaInv
clifford.MultiVector.mag2
clifford.MultiVector.meet
clifford.MultiVector.normal
clifford.MultiVector.normalInv
clifford.MultiVector.project
clifford.MultiVector.pseudoScalar
clifford.MultiVector.rightInv
clifford.MultiVector.rightLaInv
clifford.MultiVector.round
clifford.MultiVector.x
clifford.Layout
clifford.Frame
Helper Functions
Issues
ChangeLog
Determining Rotors From Frame Pairs or Orthogonal Matrices
Clifford
Docs
»
Classes
»
clifford.MultiVector
»
clifford.MultiVector.isScalar
Edit on GitHub
clifford.MultiVector.isScalar
¶
MultiVector.
isScalar
(
)
¶
Returns true iff self is a scalar.
isScalar() –> Boolean
Read the Docs
v: v1.0.0
Versions
latest
stable
v1.0.0
v0.83
v0.82
tools_merge
hugo-performance
Downloads
On Read the Docs
Project Home
Builds
Free document hosting provided by
Read the Docs
.