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see hyperbolic quaternions for its application.
ver cuaterniones hiperbólicos para su aplicación.

also includes mathematical background on quaternions.
also includes mathematical background on quaternions.

* john h. mathews, bibliography for quaternions.
* john h. mathews, bibliography for quaternions.

this is the ring of hurwitz integral quaternions.
este es el anillo de los cuaterniones integrales de hurwitz.

* curious quaternions by helen joyce hosted by john baez.
* curious quaternions by helen joyce hosted by john baez.

(with d a smith) on quaternions and octonions (2003):
(con smith da) el cuaterniones y octonions (2003):

his equations were in quaternions, which were not well understood at the time.
sus ecuaciones eran en cuadrillas, que en su época no fueron bien comprendidas.

and it leads straight into quaternions, which are an extension of imaginary numbers.
y le llevará directamente a los cuaterniones, que constituyen una prolongación de los números imaginarios.

(the hyperbolic quaternions themselves do "not" form a loop or quasigroup).
(los cuaterniones hiperbólicos por sí mismos no forman un bucle o cuasigrupo).

*du val, patrick (1964), ""homographies, quaternions, and rotations"".
* du val, patrick (1964), ""homographies, quaternions, and rotations"".

* quaternion powers on gamedev.net* andrew hanson, visualizing quaternions home page.
* quaternion powers on gamedev.net* andrew hanson, visualizing quaternions home page.

* charles f. f. karney, "quaternions in molecular modeling", j. mol.
* charles f. f. karney, "quaternions in molecular modeling", j. mol.

*for molecules that can be regarded as classical rigid bodies molecular dynamics computer simulation employs quaternions.
* for molecules that can be regarded as classical rigid bodies molecular dynamics computer simulation employs quaternions.

", arxiv.org describes how the quaternions can be made into a skew-commutative algebra graded by .
", arxiv.org describes how the quaternions can be made into a skew-commutative algebra graded by z/2×z/2×z/2.

*altmann, simon l. (1986), ""rotations, quaternions, and double groups"".
* altmann, simon l. (1986), ""rotations, quaternions, and double groups"".

(bzipped postscript file)*joly, charles jasper (1905), ""a manual of quaternions"".
(bzipped postscript file)* joly, charles jasper (1905), ""a manual of quaternions"".

he wrote on the reform of the scottish universities, and edited the collected works of thomas young. late in life, he collaborated with peter guthrie tait on an introduction to quaternions.
escribió sobre la reforma de las universidades de escocia, y editó las obras completas de thomas young. final de su vida, colaboró con peter guthrie tait en una introducción a cuaterniones.

4 and when he had apprehended him, he put him in prison, and delivered him to four quaternions of soldiers to keep him; intending after easter to bring him forth to the people.
4 y habiéndole tomado preso, le puso en la cárcel, entregándole a cuatro cuaterniones de soldados que le guardasen, queriendo sacarle al pueblo después de la pascua.

the chief examples of such systems are hamilton 's quaternions, grassmann 's calculus of extension, and boole 's symbolic algebra.
los principales ejemplos de tales sistemas son hamilton 's cuaterniones, grassmann' s cálculo de extensión, y boole 's Álgebra simbólica.

*zhang, fuzhen (1997), "quaternions and matrices of quaternions", linear algebra and its applications, vol.
* zhang, fuzhen (1997), "quaternions and matrices of quaternions", linear algebra and its applications, vol.