datatype:QuaternionVector-DPqudt:Vector| Predicate | Object |
|---|---|
rdf:type |
qudt:Vector |
dcterms:description |
This vector type is intended to hold the (real-valued) coefficients to a quaternion number. That is, if $V=[a,b,c,d]$ is a vector of type QUATERNION-VECTOR, then the proper interpretation of this vector is with respect to the basis elements $1,i,j,k$ of the quaternion algebra. Specifically, the V corresponds to the quaternion $v = a*1 + b*i + c*j + d*k$. Note that for most computations, the quaternion basis elements will be replaced with their 4 X 4 dimensional matrix representations, which are elements of type QuaternionBasisMatrix. In this case, the resulting quaternion will be a 4 X 4 dimensional matrix of the form: a b c d -b a -d c -c d a -b -d -c b a |
dtype:code |
340 |
qudt:datatype |
datatype:FLOAT-DP |
qudt:dimensionality |
4 |
qudt:dimensions |
|
rdfs:isDefinedBy |
http://qudt.org/3.4.0/vocab/datatype |
rdfs:label |
“Quaternion Vector - double precision” |