Pages that link to "Item:Q1668609"
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The following pages link to Hyperquaternions: a new tool for physics (Q1668609):
Displaying 15 items.
- Representation of solutions of Lamé-Navier system (Q824144) (← links)
- Dirac equation on hyperbolic octonions (Q861125) (← links)
- Hyperquaternion conformal groups (Q2047499) (← links)
- Quaternion algebra on 4D superfluid quantum space-time. Dirac's ghost fermion fields. (Q2076338) (← links)
- Signature of gravity in conic sedenions (Q2371507) (← links)
- Coset group construction of multidimensional number systems (Q2412311) (← links)
- Dual hyperquaternion Poincaré groups (Q2661139) (← links)
- Applications of endomorphisms on Clifford algebras to \((\alpha, \beta)\)-monogenic functions and isotonic functions (Q2679104) (← links)
- A theory of quaternionic algebra, with applications to hypercomplex geometry (Q2715738) (← links)
- Physical theories in hypercomplex geometric description (Q2925879) (← links)
- Some New Aspects in Hypercomplex Analysis (Q3296705) (← links)
- On factorization of multivectors in <i>Cl</i>(3,0), <i>Cl</i>(1,2) and <i>Cl</i>(0,3), by exponentials and idempotents (Q5884211) (← links)
- On factorization of multivectors in Cl(2,1)$$ Cl\left(2,1\right) $$, by exponentials and idempotents (Q6142116) (← links)
- Clifford algebras, hypercomplex numbers and nonlinear equations in physics (Q6171254) (← links)
- Extending Lasenby's embedding of octonions in space-time algebra \(Cl(1, 3)\), to all three- and four dimensional Clifford geometric algebras \(Cl(p, q)\), \(n = p + q = 3, 4\) (Q6496091) (← links)
