Revision as of 01:46, 27 January 2023 edit Rgdboer (talk \| contribs) Autopatrolled, Extended confirmed users, Pending changes reviewers 18,127 edits →Further reading: pdf for Karmody 1988 ← Previous edit		Revision as of 01:51, 27 January 2023 edit undo Rgdboer (talk \| contribs) Autopatrolled, Extended confirmed users, Pending changes reviewers 18,127 edits m →Synonyms: Karmody for Countercomplex, clear Charles Musès, no useful ref Next edit →
Line 194: * ''bireal numbers'', U. Bencivenga (1946) * ''approximate numbers'', Warmus (1956), for use in [[interval analysis]] * ''countercomplex'' or ''hyperbolic'', ~~numbers~~Karmody ~~from [[Charles Musès\|Musean]] hypernumbers~~(1988) * ''double numbers'', [[Isaak Yaglom\|I.M. Yaglom]] (1968), Kantor and Solodovnikov (1989), [[Michiel Hazewinkel\|Hazewinkel]] (1990), Rooney (2014) * ''anormal-complex numbers'', W. Benz (1973) Line 207: * ''Study numbers'', P. Lounesto (2001) * ''twocomplex numbers'', S. Olariu (2002) Split-complex numbers and their higher-dimensional relatives ([[split-quaternion]]s / coquaternions and [[split-octonion]]s) were at times referred to{{by whom\|date=November 2022}} as "Musean numbers", since they are a subset of the hypernumber program developed by [[Charles Musès]]. ==See also==

Split-complex number: Difference between revisions