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...ebra of physical space''' ('''APS''') is the use of the [[Clifford algebra|Clifford]] or [[geometric algebra]] Cl_3,0('''R''') of the three-dimension ...morphic to the even subalgebra Cl{{su|p=[0]|b=3,1|lh=1em}}('''R''') of the Clifford algebra Cl_3,1('''R'''). ...

...ndon: Macmillan, 1882.</ref> which is an example of what is now called a [[Clifford algebra]].<ref name=mccarthy>{{cite book |last=McCarthy |first=J. M. |date= ...archive.org/details/octonionsdevelop00mcaurich Octonions: a development of Clifford's Biquaternions], link from [[Internet Archive]] ...

...5-06588-7}}, also as cited in: B. J. Hiley and R. E. Callaghan: ''Clifford Algebras and the Dirac-Bohm Quantum Hamilton-Jacobi Equation'', Foundations of Physi ...ref><ref name="hiley-callaghan-2010-A">B. J. Hiley, R. E. Callaghan: ''The Clifford Algebra approach to Quantum Mechanics A: The Schroedinger and Pauli Particl ...

...regularly in higher algebras (of groups in the algebras), for example the Clifford Algebra and as it is regularly. ...

...r-first=Rafał |editor-last2=Lounesto |editor-first2=Pertti |title=Clifford Algebras and Spinor Structures |pages=265–280 |publisher=Springer |doi=10.1007/978-9 ...

...tuff".<ref>{{cite book|title=A New Approach to Differential Geometry Using Clifford's Geometric Algebra|url=https://archive.org/details/newapproachtodif00snyg| ...