hyperbolic quaternion造句
例句與造句
- Unlike the ordinary quaternions, the hyperbolic quaternions are not associative.
- In fact, this example shows that the hyperbolic quaternions are not even an alternative algebra.
- The concepts of quasigroup and algebra over a field are examples of mathematical structures describing hyperbolic quaternions.
- Note however, that non-associative systems like octonions and hyperbolic quaternions represent another type of hypercomplex number.
- As for mathematics, the hyperbolic quaternion is another hypercomplex number, as such structures were called at the time.
- It's difficult to find hyperbolic quaternion in a sentence. 用hyperbolic quaternion造句挺難的
- Among the peculiarities of this approach to relativistic kinematic is the anisotropic profile, say as compared to hyperbolic quaternions.
- The four-dimensional algebra of hyperbolic quaternions incorporates some of the features of the older and larger algebra of biquaternions.
- So the appearance of Macfarlane's hyperbolic quaternions had some motivation, but the disagreeable non-associativity precipitated a reaction.
- In 1899 Charles Jasper Joly noted the hyperbolic quaternion and the non-associativity property while ascribing its origin to Oliver Heaviside.
- The hyperbolic quaternions, as the " Algebra of Physics ", undercut the claim that ordinary quaternions made on physics.
- At the time structures such as Lie algebras and hyperbolic quaternions drew attention to the need to expand algebraic structures beyond the associatively multiplicative class.
- In 1900 Alexander published " Hyperbolic Quaternions " with the Royal Society in Edinburgh, and included a sheet of nine figures, two of which display conjugate hyperbolas.
- Michael J . Crowe devotes chapter six of his book " A History of Vector Analysis " to the various published views, and notes the hyperbolic quaternion: